tag:blogger.com,1999:blog-3729468263200931982024-03-06T01:10:13.194+07:00Karena tidak semua orang bisa sekolahsafita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-372946826320093198.post-64866478022760835802020-10-30T12:26:00.011+07:002020-10-30T13:47:18.159+07:00IKATAN KIMIA (Ikatan Ion dan Ikatan Kovalen )<p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGJmJBi9nCOuNfLPQR0ZKWF4pAqzzeNYmiW-gXKbr6MJMlrqQXKyK-NWtcVqJHaP7S7siRWCnJweHLEa2Uld67iYi0hyphenhyphenBBtWEfUKIHFhBBEj6uohc6Xs7LQpIkelqvIOHZzq8zxqt83CYL/s279/x0peJxj.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="198" data-original-width="279" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGJmJBi9nCOuNfLPQR0ZKWF4pAqzzeNYmiW-gXKbr6MJMlrqQXKyK-NWtcVqJHaP7S7siRWCnJweHLEa2Uld67iYi0hyphenhyphenBBtWEfUKIHFhBBEj6uohc6Xs7LQpIkelqvIOHZzq8zxqt83CYL/w202-h142/x0peJxj.gif" width="202" /></a></div><br />Saat dua atom atau lebih saling berdekatan, maka elektron elektron pada setiap atom akan mengalami interaksi dan akan membentuk suatu susunan elektron baru pada seputar inti atom. Pada kondisi ini, terjadilah suatu ikatan kimia. Ikatan kimia merupakan suatu ikatan yang terjadi antara antar atom, ion, atau antar molekul.<p></p><p style="text-align: justify;">Gas mulia (Golongan IV) merupakan golongan atom yang sulit untuk berikatan dengan atom lain.Hal ini xisebabkan karena pada Gas mulia memiliki sifat yang stabil. </p><p style="text-align: justify;">Konfigurasi elektron pada gas mulia : </p><p style="text-align: justify;"><span style="font-size: xx-small;">2 </span>He : 2</p><p style="text-align: justify;"><span style="font-size: xx-small;">12 </span>Ne : 2, 8</p><p style="text-align: justify;"><span style="font-size: xx-small;">18 </span>Ar : 2, 8, 8</p><p style="text-align: justify;"><span style="font-size: xx-small;">36 </span>Kr : 2, 8, 18, 8</p><p style="text-align: justify;"><span style="font-size: xx-small;">54 </span>Xe : 2, 8, 18, 18, 8</p><p style="text-align: justify;">Dari beberapa konfigurasi di atas, ilmuwan Lewis dan Kossel menarik kesimpulan bahwa konfigurasi elektron pada atom akan stabil saat atom memiliki elektron terluar 2 ( duplet) dan 8 (oktet) yang dikenal dengan istilah <i>aturan oktet. </i></p><p style="text-align: justify;">Ikatan kimia ditentukan oleh elektron pada kulit terluar dari suatu atom. Macam macam ikatan kimia yaitu :</p><p style="text-align: justify;"><span style="background-color: white;"><i><b>1. Ikatan ion ( Elektrovalen )</b></i></span></p><p style="text-align: justify;"><span style="background-color: white;"><i></i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white;"><i><a href="https://i.pinimg.com/originals/8d/a9/7a/8da97a8c80d2acdcac0ea29c26dfbce5.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="343" height="137" src="https://i.pinimg.com/originals/8d/a9/7a/8da97a8c80d2acdcac0ea29c26dfbce5.gif" width="201" /></a></i></span></div><p></p><p style="text-align: justify;">Ikatan yang terbentuk karena adanya perpindahan atau transfer elektron dari suatu atom ke atom yang lain. Hal ini terjadi jika atom unsur yang memiliki energi ionisasi atau keeletronegativitas rendah melepas elektron valensi sehingga terbentuk ion positif (karena kehilangan elektron) dan atom atom unsur lain yang memiliki afinitas elektron atau keeletronegativitas besar menerima elektron sehingga terbentuk ion negatif (Ghalib, 2009). Pada umumnya, unsur yang mampu melepas elektron adalah unsur logam. Sedangkan unsur yang menerima elektron adalah unsur non logam.</p><p style="text-align: justify;"><b style="background-color: #ea9999;">Contoh </b></p><p style="text-align: justify;">💦 Ikatan pada senyawa NaCl</p><p style="text-align: justify;"><span style="font-size: xx-small;">11 </span>Na : 2, 8, 1</p><p style="text-align: justify;"><span style="font-size: xx-small;">17 </span>Cl : 2, 8, 7</p><p style="text-align: justify;"> Na<span> </span><span> </span>→ <span> </span>Na⁺ + e⁻</p><p style="text-align: justify;">(2,8,1)<span> </span><span> (2,8)</span></p><p style="text-align: justify;"><span><span> </span>Cl + e⁻<span> </span></span>→ Cl⁻</p><p style="text-align: justify;">(2,8,7) <span> </span><span> </span><span> (2,8,8)</span></p><p style="text-align: justify;">Na memiliki potensial ionisasi rendah dan berelektronegativitas rendah, sedangkan Cl memiliki afinitas elektron tinggi dan berelektronegativitas tinggi. Atom Na melepas 1 elektron dan atom Cl menerima 1 elektron. Sehingga antara ion Na⁺ dan Cl⁻ dengan adanya gaya tarik menarik elektrostatis akan membentuk senyawa NaCl.</p><p style="text-align: justify;">💦 Ikatan pada senyawa Na₂O</p><p style="text-align: justify;"><span style="font-size: xx-small;">11 </span>Na : 2, 8, 1</p><p style="text-align: justify;">₈O<span> : 2,6</span></p><p style="text-align: justify;"> Na → Na⁺ + e⁻</p><p style="text-align: justify;">(2,8,1) (2,8)</p><p style="text-align: justify;"> O + 2e → O²⁻</p><p style="text-align: justify;">(2,6)<span> </span><span> </span><span> </span><span> (2,8)</span></p><p style="text-align: justify;"><span>Untuk mencapai oktet, maka Na harus melepas 1 elektron dan menjadi kation Na</span>⁺. Dan O akan menerima 2 elektron menjadi anion O²⁻. Sehingga reaksi yang terjadi yaitu :</p><p style="text-align: justify;"> Na <span> </span><span> </span>→ Na⁺ + e⁻<span> </span><span>(x2)</span></p><p style="text-align: justify;">O + 2e<span> </span>→ O²⁻<span> </span><span> </span><span> (x1)</span></p><p style="text-align: justify;"><span>――――――――――――― +</span></p><p style="text-align: justify;">2Na + O → 2Na⁺ + O²⁻ →Na₂O</p><p style="text-align: justify;">Senyawa yang memiliki ikatan ion antara lain :</p><p style="text-align: justify;">a. Golongan alkali ( IA ) [Kecuali atom H] dengan golongan halogen (VIIA)</p><p style="text-align: justify;"><span> </span>ex: NaF, KI, CsF</p><p style="text-align: justify;">b. Golongan alkali (IA) [Kecuali atom H] dengan golongan oksigen (VIA)</p><p style="text-align: justify;"><span> </span>ex : Na₂S, Rb₂S, Na₂O</p><p style="text-align: justify;">c. Golongan alkali tanah (IIA) dengan golongan oksigen (VIA)</p><p style="text-align: justify;"><span> </span>ex : CaO. BaO, MgS</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><b><i>2. Ikatan Kovalen </i></b></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; font-weight: bold; text-align: center;"><a href="https://blogger.googleusercontent.com/img/proxy/AVvXsEgk9ygUsIOlxcBYmZe1BCVum3OS14OVvkPxZ7bAxiP8HV1J-UNSQPGJMWPBWlJi4ZsYW-b38penmPG8790ysJ9mpPCbn9HSisNoBIgR6yJiYeR2nUQO4fh4cM0fsYjDP3dwErd0K0AHrUqW4SeNHTGMIO9pr8nea2gCYC67GB8Q5xGsJfSYGeSfD3OOaGFqtsQP8x_Z0QKk6q2IRiwV=s350" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="350" height="131" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEgk9ygUsIOlxcBYmZe1BCVum3OS14OVvkPxZ7bAxiP8HV1J-UNSQPGJMWPBWlJi4ZsYW-b38penmPG8790ysJ9mpPCbn9HSisNoBIgR6yJiYeR2nUQO4fh4cM0fsYjDP3dwErd0K0AHrUqW4SeNHTGMIO9pr8nea2gCYC67GB8Q5xGsJfSYGeSfD3OOaGFqtsQP8x_Z0QKk6q2IRiwV=w252-h131" width="252" /></a></div><div class="separator" style="clear: both; text-align: justify;">Ikatan Kovalen terbentuk karena adanya pemakaian bersama pasangan elektron valensi antara dua atom atau lebih. Ikatan kovalen terjadi pada atom yang memiliki perbedaan keelektronegativitas kecil dan atom atomnya sukar diganti oleh atom yang lain. </div><div class="separator" style="clear: both; text-align: justify;">Senyawa senyawa yang berikatan secara kovalen mempunyai sifat :</div><div class="separator" style="clear: both; text-align: justify;">a. Ikatan sangat Kuat</div><div class="separator" style="clear: both; text-align: justify;">b. Sukar larut dalam air, namun mudah larut dalam pelarut organik ( Pikir, 1989).</div><div class="separator" style="clear: both; text-align: justify;"><u style="background-color: #ead1dc;"><span style="color: #3d85c6;"><br /></span></u></div><div class="separator" style="clear: both; text-align: justify;"><u style="background-color: white;"><span style="color: #3d85c6; font-family: trebuchet;"><b>Jenis ikatan Kovalen </b></span></u></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: left;"><span style="margin-left: 1em; margin-right: 1em; text-align: center;"><a href="https://www.chemguide.co.uk/atoms/bonding/ch4nh3h2o.GIF" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="152" data-original-width="401" height="149" src="https://www.chemguide.co.uk/atoms/bonding/ch4nh3h2o.GIF" width="394" /></a></span> </div></blockquote></blockquote></blockquote><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>a. Ikatan Kovalen tunggal</b></div><div class="separator" style="clear: both; text-align: justify;">example:</div><div class="separator" style="clear: both; text-align: justify;">Ikatan antara dua atom H yang membentuk molekul H₂. Kedua atom yang berikatan memerlukan 1 elektron tambahan agar diperoleh konfigurasi elektron yang stabil ( oktet ). Sehingga kedua atom H saling meminjamkan 1 elektronnya dan membentuk sepasang elektron yang dipakai bersama.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>H * + ⠂H → H *⠂H</b> sehingga terbentuk struktur molekul<b> H─H</b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>b. Ikatan Kovalen rangkap dua</b></div><div class="separator" style="clear: both; text-align: justify;">Ikatan yang terjadi antara atom dua atom O sehingga membentuk molekul O₂.</div><div class="separator" style="clear: both; text-align: justify;">Konfigurasi elektron atom O</div><div class="separator" style="clear: both; text-align: justify;">₈O = 2, 6</div><div class="separator" style="clear: both; text-align: justify;">Dari konfigurasi elektron tersebut, untuk membentuk konfigurasi elektron yang stabil maka tiap atom O memerlukan tambahan elektron sebanyak 2. Sehingga kedua atom akan asaling meminjamkan 2 elektron dan kedua atom dapat menggunakan 2 pasang elektron secara bersama sama.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://i2.wp.com/rumushitung.com/wp-content/uploads/2013/09/pembentukan-ikatan-kovalen-rangkap-2.jpg?ssl=1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="152" data-original-width="413" src="https://i2.wp.com/rumushitung.com/wp-content/uploads/2013/09/pembentukan-ikatan-kovalen-rangkap-2.jpg?ssl=1" /></a></div><br /><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><b>c. Ikatan kovalen rangkap tiga</b></div><div class="separator" style="clear: both; text-align: justify;">example :</div><div class="separator" style="clear: both; text-align: justify;">Ikatan yang terjadi antara dua atom N yang akan membentuk molekul N₂.</div><div class="separator" style="clear: both; text-align: justify;">Konfigurasi elektron atom N</div><div class="separator" style="clear: both; text-align: justify;">₇N = 2, 5</div><div class="separator" style="clear: both; text-align: justify;">Atom N memiliki elektron valensi 5. Sehingga diperlukan 3 elektron untuk membentuk konfigurasi elektron yang stabil. Saat berikatan, kedua atom N akan saling meminjamkan 3 pasang elektron untuk digunakan secara bersama sama. </div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.dummies.com/wp-content/uploads/168008.image0.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="197" data-original-width="535" height="89" src="https://www.dummies.com/wp-content/uploads/168008.image0.jpg" width="242" /></a></div><div class="separator" style="clear: both; text-align: justify;"><b><i><br /></i></b></div><div class="separator" style="clear: both; text-align: justify;"><b><i>3. Ikatan Kovalen Koordinasi</i></b></div><div class="separator" style="clear: both; text-align: justify;"><b><i>4. Ikatan Logam </i></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Dari 2 jenis ikatan kimia yang sudah dibahas, perbedaan dasar dari senyawa yang memiliki ikatan ion dan ikatan kovalen yaitu : <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjicVGfLn3V31pXLRBKeStZV5cNjllzc4KO5uXFsWd8ShC6DXcf2p5YRWaqCBBfNh8xrMWhxDljKm9UuVyRC8R_j_T3orBBKBdh9bNQ6tHcNXTSP9kpBItIxacfvuyaCeU0Khuvys9AUek2/s2048/20201030_122003.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1262" data-original-width="2048" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjicVGfLn3V31pXLRBKeStZV5cNjllzc4KO5uXFsWd8ShC6DXcf2p5YRWaqCBBfNh8xrMWhxDljKm9UuVyRC8R_j_T3orBBKBdh9bNQ6tHcNXTSP9kpBItIxacfvuyaCeU0Khuvys9AUek2/w411-h253/20201030_122003.jpg" width="411" /></a></div><div class="separator" style="clear: both; text-align: center;">sumber : Ghalib,2009</div><div><div class="separator" style="clear: both; text-align: justify;">Semoga Bermanfaat 😊</div><p></p></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-88637206486276654792020-10-28T13:18:00.006+07:002020-10-28T13:19:19.897+07:00Amankah Bahan Pengawet Asam Benzoat?<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://images-prod.healthline.com/hlcmsresource/images/AN_images/sodium-benzoate-1296x728-feature.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="449" data-original-width="800" height="241" src="https://images-prod.healthline.com/hlcmsresource/images/AN_images/sodium-benzoate-1296x728-feature.jpg" width="428" /></a></div><br />Pengawet sejatinya berfungsi sebagai pengendali tumbuhnya mikroorganisme dalam suatu produk sehingga produk tersebut mempunyai daya simpan yang lebih panjang. Bahan tambahan pangan ini biasanya
ditambahkan ke dalam makanan yang mudah rusak atau makanan yang rentan terhadap pertumbuhan bakteri dan jamur. </div><div></div><div style="text-align: justify;">Pada dasarnya, penambahan pengawet memiliki beberapa tujuan diantaranya:</div><div><ol style="text-align: left;"><li style="text-align: justify;">Mampu menghambat laju pertumbuhan suatu mikroorganisme pada makanan baik bersifat patogen atau nonpatogen</li><li style="text-align: justify;">Mampu memperpanjang masa simpan suatu produk</li><li style="text-align: justify;">Tidak mempengaruhi kualitas gizi, rasa, bau, warna dari produk yang diawetkan.</li></ol><div style="text-align: justify;">Menurut aturan BPOM pasal 3, Jenis Bahan tambahan Pengawet yang diperbolehkan diantaranya :</div><div style="text-align: justify;">1. Asam sorbat dan garamnya (Sorbic acid and its salts)</div><div style="text-align: justify;">2. Asam benzoat dan garamnya (Benzoic acid and its salts)</div><div style="text-align: justify;">3. Etil para-hidroksibenzoat (Ethyl para-hydroxybenzoate)</div><div style="text-align: justify;">4. Metil para-hidroksibenzoat (Methyl para-hydroxybenzoate)</div><div style="text-align: justify;">5. Sulfit (Sulphites)</div><div style="text-align: justify;">6. Nisin (Nisin)</div><div style="text-align: justify;">7. Nitrit (Nitrites)</div><div style="text-align: justify;">8. Nitrat (Nitrates)</div><div style="text-align: justify;">9. Asam propionat dan garamnya (Propionic acid and its salts)</div><div style="text-align: justify;">10. Lisozim hidroklorida (Lysozyme hydrochloride).</div></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><div>Salah satu contoh BTP Pengawet yang sering digunakan dalam makanan dan minuman yaitu Asam Benzoat dengan rumus kimia <span face="sans-serif" style="background-color: white; color: #202122;">C</span><sub style="background-color: white; color: #202122; font-family: sans-serif; line-height: 1;">7</sub><span face="sans-serif" style="background-color: white; color: #202122;">H</span><sub style="background-color: white; color: #202122; font-family: sans-serif; line-height: 1;">6</sub><span face="sans-serif" style="background-color: white; color: #202122;">O</span><sub style="background-color: white; color: #202122; font-family: sans-serif; line-height: 1;">2</sub><span face="sans-serif" style="background-color: white; color: #202122;"> (atau C</span><sub style="background-color: white; color: #202122; font-family: sans-serif; line-height: 1;">6</sub><span face="sans-serif" style="background-color: white; color: #202122;">H</span><sub style="background-color: white; color: #202122; font-family: sans-serif; line-height: 1;">5</sub><span face="sans-serif" style="background-color: white; color: #202122;">COOH)</span></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: justify;"><br /></div><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/a/a2/Benzoic_acid.svg/120px-Benzoic_acid.svg.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="97" data-original-width="120" src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/a2/Benzoic_acid.svg/120px-Benzoic_acid.svg.png" /></a><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fd/Benzoic-acid-3D-vdW.png/120px-Benzoic-acid-3D-vdW.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="95" data-original-width="120" src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fd/Benzoic-acid-3D-vdW.png/120px-Benzoic-acid-3D-vdW.png" /></a></div><div><br /></div><div style="text-align: center;"><span style="font-size: x-small;"><b>Struktur kimia asam benzoat</b></span></div><div><br /></div><div>Pada dasarnya, setiap pengawet memiliki tingkat keefektifan pada pH yang berbeda. Asam benzoat efektif bekerja pada pH 2,5-4,0. Karena kelarutan garamnya lebih besar, sehingga biasa digunakan dalam bentuk garam Na-benzoat. Natrium benzoat lebih efektif menghambat khamir dan bakteri bila dibandingkan dengan kapang (Fennema, 1996).</div><div><br /></div><div>Batas penggunaan maksimum asam banzoat dalam minuman ringan adalah 600 mg/kg ( Permenkes RI. No.722/MenKes/Per/IX/88). sedangkan menurut BPOM, ADI natrium benzoat adalah 0-5 mg/kg berat badan.</div><div><br /></div><div>Asam Benzoat sedikit ditemukan dalam plum, tomat, cinnamon, cengkeh dan apel. Asam Benzoat merupakan bahan pengawet pertama yang diijinkan oleh FDA dalam penggunaan produk makanan (Stanojevic et al, 2009)</div><div><br /></div></div><div style="text-align: justify;">Untuk download lebih lengkap mengenai aturan batas maksimal yang dapat digunakan berdasarkan aturan BPOM, bisa download</div><div style="text-align: justify;"><a href="https://asrot.pom.go.id/img/Peraturan/PerKa%20BPOM%20No.%2036%20Tahun%202013%20tentang%20Batas%20Maksimum%20Pengawet.pdf" target="_blank">klik disini</a><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Semoga Bermanfaat..</div><div style="text-align: justify;"><br /></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com0tag:blogger.com,1999:blog-372946826320093198.post-65353990944666849082019-11-29T15:27:00.001+07:002020-10-27T10:19:40.884+07:00Air Minum Dalam Kemasan ada jenisnya???<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<img border="0" data-original-height="393" data-original-width="700" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieQ_hEIVESdXb5qwm2vv0fTenyrSDqsgf1vxf1NwJvD6El1n0XJuRbNar2ejdcLy8XQfC5tP-S-nZqWcjEdoM0lUrk4MgFth8z-8bh1jcduTbm_JDAJOWoR9rPZ1mFf9SYX4-z2bv6EK3j/s200/mineral.jpg" width="200" /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Air Minum Dalam Kemasan atau yang biasa dikenal dalam dunia industri dengan AMDK adalah air minum yang sering kita jumpai dan kita konsumsi setiap hari. Tau gak sih tidak semua produk air minum yang kita konsumsi adalah air mineral. Ada juga yang namanya air demineral. Bedanya apa? Bagaimana kita tau air tersebut air mineral atau air demineral?<br />
<br />
<ul style="text-align: left;">
<li>Air Mineral itu apa sih?</li>
</ul>
Air mineral adalah air yang
berasal dari sumber air dan mengandung sejumlah mineral atau zat
terlarut di dalamnya. Beberapa mineral yang ada bermacam-macam jenisnya,
seperti zink, zat besi, kalsium, dan magnesium. Contoh dalam kehidupan
sehari hari adalah air minum produk Fansi, Tantan, Aqua, Le minerale
dsb.<br />
<br />
<ul style="text-align: left;">
<li>Air Demineral? </li>
</ul>
Air Demineral adalah
air yang mengandung mineral di dalamnya. Air demineral dihasilkan dari
proses pemurnian seperti destilasi, deionisasi, reverse osmosis atau
proses lain yang aman. Contoh dalam kehidupan sehari hari yang sering
kita jumpai adalah air minum merk Cleo, Trash, @ pure water dsb.<br />
<br />
<span style="color: blue;"><b><span style="color: orange;">Bagaimana membedakan air mineral dan Air Demineral?</span></b> </span><br />
Dalam air minum, kita setidaknya harus mengenal apa itu namanya TDS. Karena dari TDS kita dapat membedakan antara air mineral dan air demineral. <br />
TDS itu singkatan dari Total Dissolved Solids yaitu <span class="ILfuVd"><span class="e24Kjd">jumlah zat atau partikel padat yang terlarut dalam air. Padatan ini dapat berupa natrium, kalsium,
magnesium, kalium, karbonat, nitrat, bikarbonat, klorida dan sulfat.</span></span><br />
<br />
<span class="ILfuVd"><span class="e24Kjd">Menurut Permenkes dan SNI, jumlah padatan terlarut yang diperbolehkan untuk dikonsumsi adalah 500 ppm. Dari TDS inilah kita dapat membedakan antara air mineral dan air demineral.</span></span><br />
<br />
Menurut <a href="http://www.who.int/water_sanitation_health/dwq/chemicals/tds.pdf"><b>WHO</b><b> (World Health Organization)</b></a>, standart padatan terlarut dalam air minum terbagi menjadi beberapa tingkatan. Diantaranya :<br />
<table style="height: 400px; width: 565px;"><tbody>
<tr><td style="text-align: justify;" width="225"><br /></td><td style="text-align: justify;" width="198"><b>Penilaian Rasa Air</b></td></tr>
<tr><td style="text-align: justify;" width="225">Kurang dari 300<b> </b></td><td style="text-align: justify;" width="198">Bagus sekali</td></tr>
<tr><td style="text-align: justify;" width="225">300 – 600 Baik</td><td style="text-align: justify;" width="198">Baik</td></tr>
<tr><td style="text-align: justify;" width="225">600 – 900<b> </b></td><td style="text-align: justify;" width="198">Bisa diminum</td></tr>
<tr><td style="text-align: justify;" width="225">900 – 1.200</td><td style="text-align: justify;" width="198">Buruk</td></tr>
<tr><td style="text-align: justify;" width="225">900 – 1.200</td><td style="text-align: justify;" width="198">Berbahaya</td><td style="text-align: justify;" width="198"><br /></td><td style="text-align: justify;" width="198"><br /></td></tr>
</tbody></table>
<br />
TDS bisa kita ukur dengan alat ukur yang namanya TDS meter. Masih menjadi pro dan kontra antara air demineral atau air mineral yang terbaik untuk kesehatan. Berdasarkan pengalaman, dokter pernah menganjurkan bagi penderita gangguan fungsi ginjal untuk mengkonsi air demineral dengan tujuan untuk memperingan kerja ginjal.<br />
Semoga bermanfaat 😊<br />
<span class="ILfuVd"><span class="e24Kjd"></span></span></div>
safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com1tag:blogger.com,1999:blog-372946826320093198.post-74134386005782105692013-05-20T15:11:00.002+07:002013-05-20T15:17:57.027+07:00OPTIKA FISIS<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
Dalam cabang ilmu fisika, setelah kita belajar mengenai optik geometri kita juga mempelajari mengenai optik fisis. dalam optik fisis ini, suatu hal yang dipelajari adalah tetap berkaitan dengan cahaya. akan tetapi, yang dipelajari adalah sifat sifat yang tidak terdefinisi dalam optik geometri. seperti yang kita ketahui, kecepatan cahaya dalam udara hampa adalah 3.108 ms-1.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
sifat sifat yang ada pada cahaya adalah :</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br />
<a name='more'></a>1. DISPERSI </div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
sifat yang dimiliki cahaya yang disebut Dispersi ini dapat kita jumpai dalam kehidupan sehari hari. peristiwa yang berkaitan adalah pada terbentuknya pelangi serta sinar yang dihasilkan oleh prisma. </div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<img _mce_src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSCtlyoffG4fvXDGdJ6Wsltvvy8iRJTSolwe4GtAfHrDrWVwl2E" alt="" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSCtlyoffG4fvXDGdJ6Wsltvvy8iRJTSolwe4GtAfHrDrWVwl2E" style="border: 0px;" /> <img _mce_src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQfOdsLPeITSc5rhvPrFtBOXITz7aibkXcQmYM8a8vPdP1jI5Fu" alt="" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQfOdsLPeITSc5rhvPrFtBOXITz7aibkXcQmYM8a8vPdP1jI5Fu" style="border: 0px;" /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
Proses terjadinya pelangi adalah pada saat cahaya matahari datang dari belakang pengamat, direfraksikan ke dalam sebuah tetes air, kemudian ia akan dirfleksikan dari permukaan belakang tetesan air, selanjutnya direfraksikan kembali ke udara. Dalam semua prosesnya cahaya mengalami dispersi, maka terurailah cahaya putih menjadi pelangi.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Berdasarkan contoh di atas, tentunya terbesit sedikit bayangan tentang pengertian Difraksi. Difraksi berdasarkan teori adalah Peristiwa peruraian cahaya polikromatik (putih) menjadi spektrum cahaya monokromatik ( merah, jingga, kuning, hijau, biru, nila , ungu).</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Dan bila seberkas sinar putih (Polikromatik) mengenai batas antara dua media bening yang mempunyai indeks bias berbeda, maka selain dibiaskan, berkas sinar inipun akan diuraikan menjadi berbagai warna, hal ini secara sederhana dapat digunakan prisma sebagai media bening. </div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
2. INTERFERENSI</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Pada sifat cahaya yang kedua ini, contoh nyata yang dapat kita amati adalah pada saat gelembung sabun yang terkena cahaya matahari, maka akan terbentuk warna warni pada gelembung tersebut. akan tetapi, terbentuknya warna tersebut bukan karena proses pembiasan. tetapi dikarenakan terjadi interferensi konstruktif dan distruktif dari sinar yang dipantulkan oleh suatu lapisan tipis. </div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Interferensi sendiri adalah Perpaduan dua gelombang yang memiliki beda fase konstan (koheren). Ketika dua gelombang yang koheren menyinari/melalui dua celah sempit, maka akan teramati pola interferensi terang dan gelap pada layar. percobaan Interferensi ini Pertama kali ditunjukkan oleh Thomas Young pada tahun 1801.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
gambar peristiwa interferensi cahaya. (gelembung sabun dan bulu merak )</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<img _mce_src="data:image/jpeg;base64,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" alt="" src="data:image/jpeg;base64,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" style="border: 0px;" /> <img _mce_src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR98RiVIZmnEHDnrFzzshUDl0kOxDaIZ4_nguAYfQ6ZAe5CGTYhPQ" alt="" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR98RiVIZmnEHDnrFzzshUDl0kOxDaIZ4_nguAYfQ6ZAe5CGTYhPQ" style="border: 0px;" /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<strong><em><span _mce_style="text-decoration: underline;" style="text-decoration: underline;">Syarat terjadinya interferensi</span></em></strong></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
ØSumber harus bisa mempertahankan suatu beda fasa yang tetap (sumber koheren).</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
ØSumber harus monokromatis dan menghasilkan cahaya dengan panjang gelombang sama.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
3. POLARISASI</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Sifat cahaya yang selanjutnya adalah Polarisasi. polarisasi ini adalah Pengkutuban daripada arah getar dari gelombang transversal. (Dengan demikian tidak terjadi polarisasi pada gelombang longitudinal). polarisasi merupakan salah satu sifat cahaya yang bergerak secara oscillasi dan menuju arah tertentu.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
bentuk polarisasi cahaya:</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<img _mce_src="http://fisikamemangasyik.files.wordpress.com/2011/07/1152697animation.gif" alt="" src="http://fisikamemangasyik.files.wordpress.com/2011/07/1152697animation.gif" style="border: 0px; display: block; margin-left: auto; margin-right: auto;" /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
polarisasi cahaya disebabkan oleh beberapa hal.</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<strong>a. Polarisasi akibat refleksi</strong></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Pemantulan akan menghasilkan cahaya terpolarisasi jika sinar pantul dan sinar biasnya membentuk sudut 90<sup>o</sup>. Arah getar sinar pantul yang terpolarisasi akan sejajar dengan bidang pantul. Oleh karena itu sinar pantul tegak lurus sinar bias, berlaku <em>i<sub>p </sub>+ r = 90°</em> atau <em>r = 90° – i<sub>p</sub></em> . sehingga, berlaku :</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<img _mce_src="https://fbcdn-sphotos-h-a.akamaihd.net/hphotos-ak-frc3/p480x480/971725_551682538208162_1740063123_n.jpg" alt="Photo" src="https://fbcdn-sphotos-h-a.akamaihd.net/hphotos-ak-frc3/p480x480/971725_551682538208162_1740063123_n.jpg" style="border: 0px;" /></div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="separator" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<a _mce_href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture3.png" href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture3.png"></a></div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="wp-caption aligncenter" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<div class="wp-caption-text">
</div>
</div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<h2 style="font-family: Verdana, Arial, Helvetica, sans-serif;">
<span style="font-size: xx-small;">2. Polarisasi karena absorbsi selektif</span></h2>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="separator" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<a _mce_href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture4.png" href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture4.png"></a></div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="wp-caption aligncenter" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<div class="wp-caption-text">
</div>
</div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<span class="Apple-tab-span" style="white-space: pre;"> </span>Polarisasi ini terjadi dengan adanya bantua kristal polaroid. Polaroid sendiri mempunyaisifat meneruskan cahaya dengan arah getar tertentu dan menyerap cahaya dengan arah getar yang lain. Cahaya yang diteruskan adalah cahaya yang arah getarnya sejajar dengan sumbu polarisasi polaroid.</div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="separator" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<a _mce_href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture3.jpg" href="http://fisikamemangasyik.files.wordpress.com/2011/07/picture3.jpg"></a></div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div class="wp-caption aligncenter" style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<div class="wp-caption-text">
</div>
</div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
tahap yang terjadi adalah:</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<img _mce_src="https://fbcdn-sphotos-b-a.akamaihd.net/hphotos-ak-prn1/p480x480/922676_551683398208076_555183200_n.jpg" alt="Photo" src="https://fbcdn-sphotos-b-a.akamaihd.net/hphotos-ak-prn1/p480x480/922676_551683398208076_555183200_n.jpg" style="border: 0px;" /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
<br /></div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
4, DIFRAKSI</div>
<div style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;">
sifat cahaya yang terakhir adalah Difraksi. peristiwa difraksi adalah peristiwa dimana terjadi peristiwa pembelokan arah sinarjika sinar tersebut mendapat halangan. Penghalang yang dipergunakan biasanya berupa kisi, yaitu celah sempit. berdasaekan prinsip Huygens, Semakin kecil halangan, penyebaran gelombang semakin besar.</div>
<span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 10px;"></span><br />
<h2 style="font-family: Verdana, Arial, Helvetica, sans-serif;">
<img _mce_src="http://upload.wikimedia.org/wikipedia/id/thumb/8/82/DiffractionSingleSlit_Anim.gif/300px-DiffractionSingleSlit_Anim.gif" alt="" src="http://upload.wikimedia.org/wikipedia/id/thumb/8/82/DiffractionSingleSlit_Anim.gif/300px-DiffractionSingleSlit_Anim.gif" style="border: 0px;" /></h2>
</div>
safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comSutorejo Timur Xi, Surabaya 60113, Indonesia-7.2690123 112.79237599999999-7.2699968 112.79111549999999 -7.2680278 112.79363649999999tag:blogger.com,1999:blog-372946826320093198.post-27512688203283332232012-12-17T10:02:00.000+07:002012-12-17T20:24:16.841+07:00Larutan <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="172" data-width="201" height="170" id="rg_hi" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSEBUUEhIVFBQUFBQVFxUVFBUVFBQUFBUVFRQUFBYYHCYeFxkjGRQUHy8gIycpLCwsFx4xNTAqNSYrLCkBCQoKDgwOGg8PGikkHyUqKiwsLC8sKTAsKSwsKiwtKSwsLCksLCksKSwpLCksLCksLCwpKSwsLCksKSwpLCkpLP/AABEIAKwAyQMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAADAgQFBgcBAAj/xABJEAACAQIDAwcICAELAwUAAAABAgMAEQQSIQUxQQYTIlFTYZIHF3GBobHR0xQjMkJScpGywRUkM2JzgoOzwtLhFqLwNGOT4vH/xAAbAQACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB//EAC4RAAICAQMCBQIFBQAAAAAAAAABAhEDBBIxIVEFExQyQSJhcYGRsfAVI0Kh0f/aAAwDAQACEQMRAD8Aq/lQ8qGIxWKkhglaLDRMyAIxUyFSQXcjUgncN1rVQf5Rl7R/G3xru0B9dJ+d/wBxoAWtEYKipJNWw42hL2j+NvjSxj5e0k8bfGgKlFVas2rsPagwxsnaP42+NKGMk7R/G3xoNKUUUuwtsewUYuTtH8bfGlDFSdo/jb40hBRgKVLsLbHseGJk7R/G3xroxL9o/ib410LXctKkLbHse+lP+N/E3xrn0uT8b+I/GlZamNn8k5ZkDq0Kq2ozyEH9AppUh7Iv4IUTyfjfxt8a7z8naP42+NSG1NiPhyM7RnNe2Rs27fe4FMMtFLsGyPYT9Ik7R/E3xpJxb9o/ib40Tm65zdFLsLbHsD+lSdo/ib41z6Y/aP4m+NLZKTzNOkG2PYQcXJ2j+NvjXPpknaP42+NKaGkFKKQ9sex442TtH8bfGktjpO0fxt8a4UpJjp0g2rsc+nydo/jb41z+UJO0fxt8a40dIyUbV2Dai18iPKTisBMp5x5ICQJImYkFeJW/2WHWK+iv+u8H2or5ItV7qjJFWVZcjx1RSsePrpPzv+40NVou0P6aT87/ALjQ1q+PCL48CwtKy1xTRUFSGcEdEWKlotEqLYhAipailAV21IRwClWrlqUKaQClFaFyZUfQ4vQw/wC9qoCrVj2BysWOMQtG5yE9JbEWbpWy2vxoaJRCcuUF4f8AE/01VctTG3ds/SJAMjII10zEEtmO+w3bqjstCQpcgMtcK0avEU6EBy0nJRSDSaKAHlpDJRiKSRSoBuUobinBFIcUgGzGhmjulAdKkAJjV7qiMKvVU5H1Mup+ClY9frpPzv8AuNIVTTnGRfWv+d/3GurFV0eEao8ICiU4RKUqUREoYzyiiBa8FpQFKhHYoSxCqCSSAAN5J4U/wuwJ5L5EBI3jMtx6QLkUyRTfQ2I1BHAjWpGHaeaV7pEd29bHcCektjvpO0NUHk5H4pFLPFlUbyzBQO+7WFRzYcra436jUEEbrgjQipppRkkYBBpmHRLG47yTcUwxF2Yk/wD4BwHdUldg6+BoEryxgE/bBNjoRbdYWpwsNcEeraDTLw7r0xDeOxZrFiQFvmtpvtaiFa9DF033ahDoPzUcx0IAGWklKcc3SebpgAK0NkpzlrjJSAbFL1y1qOUobJQABqA4pyY6QUqADJxQyafNHTeSKnYDVwKvFUpo6utqpycmTUvgq+JX6x/zt+41xY6POvTfT77fuNeVasXBph7UJVaWsVERKMqVOiQERURYqOkdOY4O6mkA2TD0ziwQ5+Tju9oBqdSCm+z8EzzSkDTMR1DSw/hUZtKrJRTYXDYNApDKWXS4BsWt93uvuoqpE6B1Yrf7uUkKeI33sDccd1OXDwDnSl+bKva2YHKQSCOIqZPKyUreFIsOHALc0i3PoLA5dPw2qN7n9I6pdSGXZN1JBc5Qx0w8pHR62GgGm/0UzEF0JAb7SqTbonoX0PX3dWtTc+28Q4IfESsDe4MjWIIsQRutbhUcmIY5479BGBVdwuyC5I69BrViTXInQxXD2Y/lT/VS+boq/wBI3ckftL0TJTREaCKuGGnojrvN06AjjDSGSpFor03eHupAMSnVSObp4Y6QyUANTHQ2jp2yUJ0pAM3joLpT0rQZY6i0AzddKtXqqsutWeqZmHVcogJl6bfmb3miRx12UdNvzN7zS1q+PBsh7UKjjpykIoUdOUqRIKkIoyLQ4xR1NMBxgcGZJEQDVmA+J7rAGrZszYmHEd8strtb60a3J1+zxqM5JwazTdlCQPzygqPXa/61aMNBljUdQHuryXjOtnHMoY5VX7v+I6ukxLZuaIDa82GjBH0aRt41xBAsfVUPiMCqJEY1yo8dwCxaxUkMCx47qkeU0Ole2cnO7Obi0EubTgrWDD23o0GrmskHN2m6f58f7LNRhjsdIhxFQ3gF7ganLfXQkXAI6uFPVjrrx7gBfTd669XJ00chK7I2CP61/wAkXvkp5zHdXo4PrW/s4/1DODTkRVNCY0MFJMdPjHQmHdTEMzFQ3jp6woZpAMHiqSwmHwkceaaOWYkX6EgjCNpdSoIY68b602cilSYIFCQXF11y5eq/FTVc3Q0NNoY7DyaQYcwkHeZHcnTcQzEAVGulAxE6xah2Zjra4Jt6AoorbQQ7sx/umoxYAWFCc0VpbnRXP9w0KZhYG2XNmJXpEq2Y9FhbRra2puQqG8gqx1WmkB3A+E1ZL1RkaMep5RDSnpt+ZvfSkr0q9NvzN76VGlaI8GqHtQaM05ioMcdSmE2PM6hlhkZTuYKbH0HjUiQKOjqtEfBOhs6MhtezKRcdYvwogjFj6NaG6VkknwW/ZOC5vZ2uhmbMfQWAX2D21MFT1UGRs0MZy5QEXKu+wAFj6d1OoJw63HrHEHjXzLPqJTyzyPrbZ6DHDbFRKtylhJU23+yveT9c0cqsLB2ZCD+W3rp3t2K4I40XYOEyKoFgRx16yTViy1hr5JyVkI2Cykhvukg+rjQcGhvcHW5J7gdy/pU5jIWlkkJQrZrMOF7Dj1WsfWK5BsZ7biB7T3177BnWeEZ/ZfqcfytraZX5LjEKToGBjPVmOqn9Rb11IfR6f4rk+XW1vR8aHh4WHRk0dQL/ANYbg49PvrUmUzj2GZw1CfDVLmKkNhxx3cbb7cbaVKyqiEeEUN4anyEYAgMBYG6PFZgddA0JI099MM6SXyXOV2QkhRqLadEAHQjWwqKnY3GiJbDjqp7h3jUKJDELjc5UE2tuB36EUR4aqXLiPSDT77j/ALVqOXpGxxVssWHmg0/m+H4/cF7Drpq+MtuggH+Gf91Mtnron5HPtXdTx46p08/Ni218ks2PY6ANtVgf6LD/APw//ai7eh5mHDsrFZcTGcRKVLrfpMkeQ36K5NCo6qazR00mud5JsLC5JsOoX3Duq7aVWEPK3GgWXFzAAaWZRa277tOOeb8RqFlS1S9V5EjDquURDr0m/MffR4lobDpH8x95pzGtXR4Rrh7UHhjp5szas6uUWZwoNgt+iNeq2lN4Vruzo7zMP63+qlLlFsfktG2ELLAWLMSjkkkk3zgeoU55LbKWSYllDKi3IIuCx+zfr3X9Vd2snRw/dG/76neS+HyQk8XJPqGg/jXF8T1Lw6GTXLbS/X/hrw492X8B3j9SahpsPY6XHo0qdlF6aPDXhMcqR2ERIw9zrc+mjYrGiCPNa5uFRfxOdw9HE0/EHdWa8qdqfScUyqfqYDkX8LuP6RiPva6eqt2nx+fKnwuSeODyS2xL3g9oKIjnmjzka3kUdIm540mWdHGmJi9Tuf2qaz0Y4gWAUD+qiqT6wKP/AC1Jxd/G/wAa9Fosvp4uPd2ap+EuTts0Bp4gBfFRbuLOuvrQVDbX2kVKukkcoQ3KrIjMUOjWAN/ZVTxG3JQujue7nH+NQuL5SSMMrAFToc3T/Qtex766cNW5fBjz+GLGur/n6Gv4JRIoZCpUjMC0gjFj3kHXuomJ2ZKVbmhEzBSQBOrm/AZco3njrVC8nPKECb6KT0JAXhub5ZAOnHrwYC/pHfV62uLQsASC/wBWpFy2Z+iMttb8b1tU98dxxJ4nDJs5ByqBEBoCFAyjgQACB3A+6ofZCrdwSbyTSuoQK1wAl7klVB7rk91WJ9iMQMsTWFh0iuthx6V/4600lwmbERxLh3iYAtkRiCUJy84pUjibG9zv1qMsm3glHDudcDVsMOKN65VHsCH31UuXMcQWHPG46b2ySgm+Ub80e70VqMWw8yLZZ721upYXGhtnQ8e+q7yv5KAxoXikcZzYc2GIOXU9HduonJSg+pQukirbMdLRjISrA2+s6Vxr9rJYcOBp3MsX4ZR3iSNgPUyL76lMByaU5cqSZhqq82o01uBfW9GxOxpE6X0XEsB/7Vh6TZT7qo0VRg0n89yzVO5r8Cq4oRWJSQ8Oi6BWNzbolWZW/UGo+WOp3aO12dVjyhbmQtvJITLYG+7U8AKiJa3rqZWiNmjqQtTKcb6eXqrIYdVyiMJ6Ta/ePvNOoh31qWzeT6GGM5B0o4zew4oD/Gnq8nU/AP0FSUlSNsI/SjL4Vp9ycwKtIzGaA5iSAHdyAGvclVsD3E0/5U7bRJ2wkAyuB9ZKI2ky9ccYFrsNLsTodOFNtl4DDRKP51Ju3HDxpb1PLqahLLG+Tbj02SXVRbJ3aTITGsbrKVVhZb3vmBtY9+lP+Rscow95sysxJEbaMi33H13qrYzbEUBDo+IkIN7c3hgunWRKT7KtWxeVCYmIOLqb2ZWHSUj18d4ry3jkpvGscFcbu/xOhgwyhbkmiXxUuUAgX6SgjcbE26PC9yN9Lxc6LG7BDdUZuloNBfUqd3oFRuMx4KqL6tJGotxOa/6WBPqrm1ZA0EqqTmMTgH+71VydJtjFKSVt/JOabkN9s7UMeB502V3RQApNg0i/dJ10BvWYkBRYbhVk5W7WDxYZFOnNB/XYL/A1UMTjAu+t+kwuMX05Z6HRKGOG+QVmrmegQ4sHUa05TH2FtxAt1j33Fb4wXybnltXHqck0/wCN1RuLwo320NSj4wXBuTa/3Rx06zQXlLCx3f8Alqn7XaK5x82G1ogEkeF0kQ2ZGDq3UVNx7q3Q7WWeOF0HRki509QLdHJ6Qc/6Vn/I/kr9LMhAuYWjIQqHRmbNbnB+Ho+vjVsn5EYiFSFkeNdSFj6CC5JNlGgFyTXQSlPG0vk8jlljwZ7fWgk8LX6Dlb8LkAei1Uvl3iJIZYOkTmRmOV2UnK3Ej3Va9mpOpKTXbflcjXTerW0Og0PdVa8oaEzYYjUhHA9JkX+FY8UZYsu2XY1arPHLpd8e5XsPyiKsr3kFiCSSzMe65anu0uW3OR2EsgYMCD0xwtYkGmD7OtcHW16b43kziMoIiYi4+yVa9xpYA36q2OO7k8nthKafySGyeU7CTMZpCE6RBO/7o+1YfeouK2gQzSGS5Y5gyyWkFwNLg6+iq9gMO6PKpBDKtiBmuCJFB+yCafbTw+VY/qTHcE3zMc5sLnX/AM1qSgo8EpQTmnZO7FmeaRDYnoTEjUk6xi9S02z5OzfwmleSrC58SNN2Hn/fFWotsnurZjlSLErMem2VLwifwmu5D1e+td/koXGnEVl+WlORj1S6o2LYsH82g/sYf8taeyrkVmAvlVmt1lVJA9lI2Cv81g/sIf8ALWpAR30O46H0HQ1CzbD2o+X8JjTIl3JLkksTvLN0iT6yacDC3AIZNeBkVW1uNx9FTnK3kucNiHW2l7g23qdxpGA+iDCskvP88c1gtshP3bcADxvWd6X6rPQQ8VaxqLXVFdWTj108wOLYGyE3IZtL65ejw36miYXZuY2Ivm0I4eocK0vk95Oc0CSgBWysgU6AxsQ1x1G49tVS0ar6mRy+KOcdlENyIwZxTu0kjjmrABQCQXUgtdtBpp176uh5NxkW52b9Y/ZpR9kbOEEWQAXzEtl1BYnXXjbd6qf2rxufUT82SglUX2RW5Nq7MU8oWwWwkkfNuXRiFAYWKc5cqumliQ2tVOfCsWOYEHQWB/4r6J2xs1ZkKEAk/ZuBqy3awvx3n9ax7lTsCVWvGoJ3EHQkX0I669R4e/UaZT/y4f5FMtTki9rfQqMMTK24kU4u34TUns/ASKDzoFyRYaXG+97U7+jit60qatmjH4lkgqRA52H3bemvTYtlAJWw/jUxiMCHABHG+m/uNuNcwWwcxtIRIOAK2A7zrvpPS9ehJ+J5X8jnyd8pZsJNJLHEJFkQx5WcqA4IZW0BvbiO/Q1p+xeUuIlB50xqUADqSCJXbUsobVN4Fr63qs8ntgDMAq6A8BpYakCpzD8i52jzXjjkkcyMGfpWOoXQG1r29VSzSjhj9zApb57phNvcp0BMSxp/WN9d5BVSNxBG/hVJ5Uxq0uGZWJUxyFbgXsXsQ1uIKkXHpqd2t5PsRLMW5pXZhmbLILBtx4jeQDu0uaZ7T5KzQRxJMMmRcQyKLHRihsT+ck91ZPd/ecrX7EtVmhHT+XBdfn7lZmwuu7fw9O7+FS03IyRkBIw4a18rKRYgaBmUdwvrXJsPoL9QvTmHb0iALvAULc2LcdbkVsi0uTzePIk7ZRosG0ccscqhJFlOZWy3F+b/ABEAjXTWhbXyZkC575BfNbLr+G3r9lW+OG6MSLlnuSdSx6OpIBvUNyh2dJJkKuZQoPRsRk9ANr/8UnJF8dQnJWW3yKQ3xDHqimH6tCa2Aw1mXkTwDI0hYWJRtD3lfhWrlati+hoxS3K13YyEGo9I99Ynlrdsmo9I99YVRJmfVco2zYA/msH9hD/lrUiBUfyf/wDSYf8AsIf8takRQa4+1Eftzk5Fi0yyDUfZYbx8RVMl8j4v0cQLd8Z/3VowpVNSaLCn7G8msMLBnYyEcMoUevU1ap5BGhNtEUmw6lHCjVxlvp11GVyAqmEZFQCO2XhbdqST7SaLzo66j9seT9nYtFIN97NcEd11qNTyeYm+rIB18459leY/o2WLe3JzydDz4PkmsVtOJWQuVLKyuq73zfZBUDXcxG7jTvb/ACSWa7IBm4jrPWKTsPkaIXWR3zsosLCw3337zVmFdnw/SPSQau7Muaak+hju0+R8iE3RvCfeKiX2Gw4eyt5rhQdQrp+YVWYPFsFjuX2GrDsbkVIxvkYDrIsPbWrhaTKxAuBfX2caXmDsgINjrhodBd26INtFzcfRXr0rbkE0rBUJRAL5h9pmI3f1bA1FSbCneHIkjB10zc4wJt+I7zXE1/h89XK1JLp9zRimorqTGElyyDTecv68ahPKQABEb26Lj2qa7s7ZmNzRxswCrYu4U3sp/EdCzdYp15RORZ2hAgRykkTFlI+8GFmU/oKjotFkxYZ4Z9+jK87Un07GUvjM0ltLbvgaRIBQ9pcm5sMxBEqcNb29RqKkEn42rrrC+5xnpH3JqECza6aHeN9xrqaLa9rhf7tvbaoPDSuMwLkXAtqeB13U6w2EmlKrEj33HIWYses9VN4WyL0jqrNQ8nSASNaw6B3ekVeiKqPk95MS4ZGea4ZgAFJuQN5J6qt5qaVdDdhx+XBREWrBq3rj+lYNUZGfVco2vYOmGiXiiLG3c0YCMP1X21ICojlG5w6NPEbNpmXQo/ew6+8EGqT5zcT2cHhk+ZRdFzyxx/SzUAa7esu852J7ODwyfMr3nOxPZweGT5lK0HqYGpXrwNZcPKhiezg8MnzK8fKfiezg8MnzKLQepganXqyzzo4ns4PDJ8yvedHE9nB4ZPmUbkP1MDU69WW+dDE9nB4ZPmV7zoYns4PDJ8yi0HqYGpV6st86OJ7ODwyfMr3nRxPZweGT5lFoPUwNSr1Zb50cT2cHhk+ZXvOjiezg8MnzKLQepgaesYBJG87++1JaHW97dff6azLzo4ns4PDJ8yvedHE9nB4ZPmUWg9TA1GvGsu86OJ7ODwyfMr3nQxPZweGT5lFoPUwNQdARYi/psaZybEgb7UER9MafCs686GJ7ODwyfMr3nQxPZweGT5lG4PUwNDTk/hhqMPCP8NPhTyKBV+yoX0AD3VmHnRxPZweGT5le86OJ7ODwyfMo3C9TA1BqGTWZ+c/E9nB4ZPmVzzmYns4PDJ/vpqSF6mBo+InCKXbcoLH0DWss/wChcT+D2Vd+S2NbGJzk33TcIukdxuYg3LH0kjQVZ6HTBwWZKR//2Q==" width="200" /></a></div>
<div style="text-align: justify;">
Larutan???? Sebenarnya larutan itu tidak hanya dijumpai dalam belajar kimi saja. larutan sering kita jumpai di kehidupan sehari hari. mulai dari larutan gula, sirup, dan masih banyak lagi. <br /><br />Dalam pengertian dalam bidang kimia, Larutan itu yang dinamakan sebagai <b>campuran homogen yang terdiri dari dua zat atau lebih. </b>Larutan memiliki ukuran partikel kurang dari 0,1 nm sehingga, larutan tidak dapat dipisahkan dengan cara kimia biasa. </div>
<a name='more'></a><br />
<div style="text-align: justify;">
<br /><b><u><span style="color: #20124d;">Larutan</span></u></b> sendiri memiliki <span style="color: #20124d;"><u><b>beberapa jenis</b></u></span> diantaranya:<br />1. Larutan padat dalam cair contohnya sirup, air, garam.</div>
<div style="text-align: justify;">
2. Larutan cair dalam cair contohnya alkohol kompres</div>
<div style="text-align: justify;">
3. larutan gas dalam cair contohnya Oksigen terlarut. (jika air tidak mengandung oksigen, maka ikan dalam air akan mati)</div>
<div style="text-align: justify;">
4. larutan gas dalam gas contohnya udara</div>
<div style="text-align: justify;">
5. larutan padat dalam padat contohnya perunggu ( Zn + Cu ) </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
larutan memiliki 2 komponen yang biasany kita sebut dengan solven dan solut. Solut merupakan zat terlarut di dalam suatu larutan, dan Solven merupakan pelarut dalam larutan. contoh sirup. air sebagai solven dan gula sebagai solut<span style="font-size: small;">. air adalah pelarut yang paling umum. sehingga bisa dikatakan bahwa air adalah <b>pelarut universal. </b><span style="font-size: small;">Selain air, untuk melarutkan bahan bahan berminyak, biasanya digunakan pelarut Aceto<span style="font-size: small;">ne, hexane<span style="font-size: small;"> dan </span> methanol.</span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">macam macam larutan berdasarkan daya hanta<span style="font-size: small;">r listriknya ada dua macam:</span></span></span></span></span></div>
<div style="text-align: justify;">
<b><span style="color: blue;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">1. Larutan Elektrolit. </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Larutan elektrolit adalah Larutan yang dapat dikatakan larutan tersebut dapat menghantarkan listrik. <span style="font-size: small;">mengapa bisa menghantarkan listrik?? karena larutan elektrolit selotnya ( zat terlarut ) terurai menjadi ion ionnya. contoh<span style="font-size: small;">nya air garam ( NaCl<span style="font-size: small;"> )<span style="font-size: small;">. </span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" class="rg_hi uh_hi" data-height="197" data-width="256" height="197" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSzWwazg14K7bclRPMT68zYquKlQ5gChwp3GWPcpfkZUUtoHnOB" style="height: 197px; width: 256px;" width="256" /></a><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Larutan elektrolit masih <span style="font-size: small;">ada ma<span style="font-size: small;">camnya lagi berdasarkan<span style="font-size: small;"> kekuatan </span>daya hant<span style="font-size: small;">a</span>rnya. </span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"> <span style="color: #20124d;"><b>a. Elektrolit Kuat</b> </span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: #20124d;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- Terionisasi sempurna </span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: #20124d;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- Derajat ionisasi</span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"> (</span>α) <span style="font-size: small;">= 1</span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: #20124d;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- Reaksi ionisasinya searah </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: #20124d;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- Tidak mempunyai tetapan kesetimbangan </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="158" src="data:image/png;base64,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" width="200" /></a><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"> <span style="color: red;"> <span style="font-size: small;"><span style="color: black;"><span style="font-size: small;"></span></span><b>b. Elektrolit Lemah</b> </span></span></span><span style="color: red;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: red;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- Terionisasi sebagian</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: red;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- 0 < </span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">α <span style="font-size: small;">< 1</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="color: red;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- reaksi ionisasi dua arah</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="color: red;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">- mempunyai tetapan kesetimbangan. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="color: blue;"><b><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">2. Larutan Non elektrolit </span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=372946826320093198" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="163" src="data:image/png;base64,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" width="200" /></a></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="color: blue;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="color: black;"><span style="font-size: small;">Larutan yang tidak dapat menghantarkan listrik, karena solutnya tidak terurai menjadi ion ionnya.. contohnya sirup<span style="font-size: small;">, air gula.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="color: blue;"></span></span></span></span></span></span></span></span></span></span></span></span></span></span><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></div>
<div style="text-align: justify;">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="371">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-font-kerning:1.0pt;
mso-ligatures:standard;}
</style>
<![endif]-->
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></span></span></span></span></span></span></span></span></span></span></span></span></div>
</div>
safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-4386840677947831132012-08-27T21:39:00.002+07:002012-08-28T04:26:39.302+07:00Struktur Atom ( Kimia Dasar 1 )<div dir="ltr" style="text-align: left;" trbidi="on"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a><br />
<br />
Istilah atom berasal dari Bahasa Yunani, yang berarti tidak dapat dipotong ataupun sesuatu yang tidak dapat dibagi-bagi lagi.<b> Menurut wikipedia, Struktur atom</b> adalah satuan dasar materi yang terdiri dari inti atom beserta awan elektron bermuatan negatif yang mengelilinginya. <br />
<br />
<br />
<a name='more'></a><br />
struktur atom terdiri dari:<br />
<b>*Partikel dasar atom</b> : partikel-partikel pembentuk atom yang terdiri dari elektron, proton den neutron. <br />
<b>1. Proton</b> : partikel pembentuk atom yang mempunyai massa sama dengan satu sma (amu) dan bermuatan +1. <br />
<b>2. Neutron</b> : partikel pembentuk atom yang bermassa satu sma (amu) dan netral. <br />
<b>3. Elektron </b> : partikel pembentuk atom yang tidak mempunyai massa dan bermuatan -1. <br />
<b> </b><b> </b><br />
<b>* Nukleus :</b> Inti atom yang bermuatan positif, terdiri dari proton dan neutron. <br />
<div style="text-align: left;">* <b>Notasi unsur</b> : <img alt="" src="data:image/png;base64,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" /> . A kecil pangkat atas : tanda atom (unsur) <br />
Z : nomor atom = jumlah elektron (e) = jumlah proton (p) <br />
A besar : bilangan massa = jumlah proton + neutron <br />
Pada atom netral, berlaku: jumlah elektron = jumlah proton. </div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><b>*Atom tak netral</b> : atom yang bermuatan listrik karena kelebihan atau kekurangan elektron bila dibandingkan dengan atom netralnya. <br />
Atom bermuatan positif bila kekurangan elektron, disebut <b>kation. </b>Atom bermuatan negatif bila kelebihan elektron, disebut <b>anion. </b><br />
Contoh: <br />
.. Na + : kation dengan kekurangan 1 elektron <br />
.. Mg2- : kation dengan kekurangan 2 elektron </div><div style="text-align: left;">.. Cl- : anion dengan kelebihan 1 elektron <br />
.. O2 : anion dengan kelebihan 2 elektron <br />
<b style="color: red;">NB</b><span style="color: red;">: </span><b style="color: red;">pada penulisan atom, angka setelah huruf adalah di atas.</b></div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><b style="color: #351c75;">*Isotop</b> : unsur yang nomor atomnya sama, tetapi berbeda bilangan massanya. </div><div style="text-align: left;"><img alt="" height="24" src="data:image/png;base64,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" width="320" /> </div><div style="text-align: left;"><b> <span style="color: #351c75;">*Isobar</span></b> : unsur yang bilangan massanya sama, tetapi berbeda nomor atomnya. </div><div style="text-align: left;"><img alt="" height="21" src="data:image/png;base64,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" width="200" /> </div><div style="text-align: left;"><b><span style="color: #351c75;">*Isoton</span> </b>: unsur dengan jumlah neutron yang sama.</div><div style="text-align: left;"><img alt="" height="22" src="data:image/png;base64,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" width="200" /> </div><div style="text-align: left;"><b style="color: #351c75;">* Iso elektron</b><span style="color: #351c75;">:</span> atom/ion dengan jumlah elektron yang sama.</div><div style="text-align: left;"><img alt="" height="53" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP8AAABECAIAAADBZ3QrAAAPe0lEQVR4nO1d3U8TWRt//oHndq7mqhdz0YtekDRp0pA0JJvGEEIMwWyIZMluNEiQKEQF4kfEj/gVF7NkxWBeo6vB+C4xuzHGj5ddlWVZXSXYVGBBFneVVVgoX6UfTDvnvZiZdmY6bU+HVks7vytop+c855zfnPM8zzkzPyAmTBQGQn987UIAAEBX5x8hil9Azm0yYeIjIDx53slYqg+eP1jNIQAw23+ci6b7kcn+XEMQhE9tQhEg6Onueu6X/gmNdpQg+9VDn6bnE4bCZH9uEfS0V+57vvapzSh4RALLwfhUH/S0W9kv7s6ryK4zFCb7cwuT/Z8Ca8/3We0nx9Wuf4bsFyLhQCDIR1Uf8WmdqY+JSCjA57VjsTH2RwIrgUhW7SkGROd+qHEldjod+8PTN6pZMXZWANHiLCthbO2eYA4Np0TU96TDxSAAWJp+XdlISfw/t5tKGKm17Jf3ta4i4Wf6dscuAGQcBx7OpyNkdO7HWhZlAMT+LOuaWqczaieHCADoPD8ZNti0fEFkYaCrrjTWhbZD3lQMCo12lKBMOa7iRP+/Gd7+wtKjhopDnoD4X+qhULM/On/3SxYBgHFfmlCsG8Ly0CHRJm7/cJ4s42vP93EbZz8hhJDo7O3PGSlV9o0uP/3PWzjgmp/5db7Tu9zbs6empqampmZrKYtocVXV1NTU1NSfH/TRLp1rL/ZxhcF+EaHxk3aR1VxLim4MjLRaRe5bGgeWM69mfbKzdr+SEimHQsF+mQPoODWmc3cKvv4dLLA7+xez7mpEZ58+/DPTJSXoabdmif2EBEYOSJ0OXPPT1YTvBd/Dr1xGhsOw5xOeOO3AAmK/oovRffkvXvcawffgSxYRAQCsmXsZkZkbDc0P4su3EFVSNZXnw7/7rgIBAMsuTuubRsja8H5H+dW3yb42CP7vy1scmTc12+wv39JQzgEAAFP9/QftchsYaa0y4vRtgP1nC439rVur9ldZAQCsbbJnokJo/KS9ZGf38UrGAPuFhXt1ztrvRz/Mzs7Ozr5/M9TVcHRIOY+lYL/IJQBu34sUQxX0HKo9Pkazi0aN5YHdFkM3erbZX9XumZ/6tgwBANB+fFRtT8DTVm2yfyMIjLRWtfc/OeNAALA0PF5OcCECL9ucFdfGx68bYL/oB6tgbXupusWSsz9G/pbf07i26hTqaFeZFEoAADDui+MKi4XgzIMjLgad5yZD/MytbWIojdaWQanlkfe3qhmlwVzzUz9l4Qr2R3z9uzlpi9uy4968wrXm31xyo6ZcPYjsDxLB93AHK7qd9T8rXTwd9q+9PO1UhFPcnicb8wnDU5fLGam96KjvqLVp2c+/7a2ORY+AZRfj36Xt63hLXp1yxnMayLjaen/1jk+8nlmS1/SUDaOvSANx9fQvPdplAQB0nJlQ39bC0qNd7pbnfn4mKfvTm54hRPaHxqRAO4Mbjn/T40Z090xLUWJkpreSiTt1Qtg3ef+YCwHQUlbrcpRfGHr3wXt9O4sAll2PluSuEkmsrTdN4fEfMmWNO8rsdde9cwuv+3ZyCMBUXp+J+S0BT5uVpl0y+wkhQe8xsS9U7qmW/YGRVqti4Vkb3s8BVn43Y3AYhMWf6y1Yel5ONaxP97g1OZ/Vp3s5rmlwWfr+khsB0HF2Ikzf14QEvAdtwO39bZUQQqLzd79gY2SytXuD6RpGX5FeF4u+Y2xIWkeUU/P6685S+0FvkESSsD+96ZlDZL889eOWy3/TjV9o/IQdseSoykFYHdrDAaD9hOwcLQ80WgCY6lvvZT6KNSkyR3rspypcslm5oS1+xNbdXYgNw/p0txstu/oTMplqKNhPSOTD9+KShNZW2U4N+7VuV2S2bxsD3J6hxICZAsJi/04WbUdeKdor1hBjf2Ck1apayqXmxz+j6GvBd/9LVtnXQe9Bm5poFA2jqEgPsciJn+7+DAGArb3zb2yZDnjaSitvzERIEvZTmG4AGvaXX6GLafVn7NiQyJ+L3pjysvWpCy4EjMfOOiXRFa7j9wuL/TtZANvBjKcCFfsJIf5nLaIbKQ+Rdu4Pjp1ycvGbKvrvnVoW0EWXz9dATHFr2hueOKPw+/3PmjlArvyLBhlfbOHUq7Whvk7kbfqGUVSkB0XewP+0mQMAtB2WB2p1aE+5FHHqs5/G9MyhZj/trRR8ddiGejQT01poOyxOY4kdxU9fLENAd8+b5CNCV7he1Lvya5OxEFrLfkL46YufiQ6Q89xEOEXUG/ENHHEy0t7UOQMxqjgXasN3VdQb9LRbAZ3N3bf6tHjoXRKnYOq+Vu438X9ddifceGkaRlGRHpRZM2niBk6MQvk3l9wOebhTsZ/WdFpIUa+4twK0GzraOT7ZF8bYT1d4jtkfW0kAwLJ7cHo4kf3Bsa4yRPvh35aF6PydWtYg+6VJTNPzKvavvdjHpXOsaUgp5dzjFwU97Vbg9mvyfKkblgX2k8j7m1UMAGDF1Xd80NPuquqV/agkfj+l6ZlBYn9spOlWkqC33QYAXMtzzb0ieaulX78OE2KU/XSF55z9hJDg6HFxgxKRxRLlBaHx0w5ExxnpJNXG2Y/Os6rfqtgvRoqp20VHytDEuVIEQGvj7cmZ4e5yBu3HleEGRcOywX4pnAYA64Eff2ipUJA4WdSb3vTMEdvtCgwf4Ohd/2Tzs4bLhthPWXh22T98YKv+8j/bt01KyipDrtGjJaicKTbCfukMgKXxiXIrOdHz0c1HBzw9PWLuhJaUywONdufery8cbW7rHvhHYy5Nw7LDfqkqMWejPPqTlP1pTDeC+EkHYfEncfpH14UkYxj50LfNJSYZ5An6wLAybSX6p+5Lci/oBEh/dumxXz3RUxUus39Qyf7BhK2zyNzg9duv/Gky8ctPGsrVGbg4/L+LEbCiWLEexamP0PgJOwLaT40b2AoMeg/ZAABLOhRJLtE1xpJjY6FYYwGYz2/Pxrcz+HfXKktTRL3avo7l1JOaQtMwmop0sDq0p1y1/yQs3K1jQZ09IoTwf4nJXg3705puBKpTbpGZ3q3yaa9zHhVjor6BNhsqOz/gOWxDZVJQPCikXDukrGyiU4/22I4x/6bHjQCWhifLRFgauTM0F6UrXCpJuVRJHZeQwFPWp4uAp82aYskQbUwsFpjynlGf79XV7RZxFrM0/Px+/u/p5UxPJa8MNlkAANBxcnhVIERYeXZY2nRgK0/dnViJKtYgQMbqKrNbEAFLOuS1n6av5WATEBEZlrOXVdbuPdX7bDas/knKhtFUlKyLNYn5wMtWa4KvrX/qIL3pRpBwwllYHjpcEt9QiwHtHc9WNDPo+vSVCgYA0bqldpuLReT2/BRLrPNzj4+Jp5ABue09I0uRqH/suzp5U9bW1DcVEIh0skmsg6nq/SdCU3h0ZeRStUUuqb53zC8I/rHenTZ5x7e6++WqEO9KLPt2Wj8Vyc/07bbL+6eIlsqzz/T2LIXFn+vLlWv9u2sVsVPPll0PfWtTF8QnqrH0ayNnE6KzP9QqjpWztT23DjkQkKm4MLwkTjjhyU6XcmAUm4G0fR18dUxvbBU7e2kaRluREpH5x6errShdwjh23xhfk64JT57bcSx2Q0R8v3TVORSb2Wjb1vlkQWREetMNIPnTLZGA7+3k6NjkjC+Y7lRulA+HN/aQiRDhI0kK2GjhEf/CYigbx1KjWgsFPhRcV/RNNKz61wiEyHo4zfNDkdDqit9gPfzbq5VlRzwr6/65qZHHd29evfTNmUO7KmyMOnWYg4ZtGJSmZwbzycaiAf/uWgUT34dXIejp6XmpH/bkA3Jlusn+YoGUNNBzEwTf/YOHcvDcRraQM9NN9hcLQmMnpL2Lksab3vnAOs8HV2deXKm3IXLNxg4ofSTkzHST/cUDYeHBDosmckSm4vLrrD6wkRPkyHST/cWHaHjV51vJ85dh6CPLppvsN1G8MNlvonhhst9E8cJkv4nihcl+E8ULk/0mihcm+00UL0z2myhemOw3Ubww2W+ieGGy30TxwmS/ieKFyX4TxQuT/SaKFyb7TRQvTPZrYapLFw9M9qth6usWE0z2q2Gyv5hgsl+NDbLflJfeVChE9oemb+1WvBIMkCmpufDbYpQQws/9dL5GJT7deHM6tFF16QKTl06KgKfNXXdvoXDiokJkPyFE1hNRCYRICI0dtyOgvWM49krULKhLF5y8dCJWh/ZwaV+JuqlQsOyX1dEsTUMqTZTo3A81DFYkE9kx7vkUnLy0BvzbK+WiVlJbHr/1LTMULvvld97vVUivC/P36lhm643k0oobYX+BCeyqEfQedLAci5Ag5rqJUUTs599dq2SYqpv/pApLTfbrIzDSWt40+G70jAMTdWY2LYqF/UHvaQdqdBI2ivTy0qn0pbMpMJ0bfek4hMWf6t1tLwOScCiAtc2j4/1EV70921h0dU755+7UsqART84/FAP7F30DTRwy2/pms/cabgp56VT60tkUmM6ZvnQM61OdLrukqSipx6k1cwgh/Pu7+50MAgA6dh6tcXJ2jkFDKlIfEQXPfmk+FMUejKocaEEhL02hL50dgenc6UsrDHdu+c/fatlTLOv6U5sNliWY7CfFtFB0PZTfr0ssePYDsnan9ALUbE3/FPLSNPrSWRKYzpm+tPzr4f3luxUz/fpUl0tHWIvE9LtKOkY3SU604NnP7X26KrsdAGDZEaOJYVDIS1PpS2ddYDrL+tKEEEKicz9ud9T3z0eEGIKTopA31/xULSInsd/VaUSx/lOgONhPCOElxxzQeiBB99NIySnlpan0pbMoMJ0TfWlCCAmNJZHLAkhUtzXZnzdIzPevT3dLN4DzrBFlUXXJKeWlqfSlsyQwnTN9abEZjs+6E+OlwMs2q9qLI8Rkfx5Bb7eLBDxHJCVQKlFufVDIS1PpS2dFYDqH+tKELP/SWKp/sEfWmlbpiprszxtIJx1UyQ9CSDQmfKtWfs4EFPLSNPrSWRGYzqG+dPiP0w5byzP9qiPvb1Uzmoy+GA9jaedrk/2fFrLkd6J+ujxuAMB83jdraDMmvbw0SasvnR2B6ZzpS4tZXeUSokbw1WFRHpmL7Y1Ls0J+5/iVKET2h/+6vc+lkH5GtrRJUkiOLg5fb622qkSfuYrTj+Yzvgco5KVT6UtnT2A6B/rSJPLvvWZZ+ZspPXDnvWaFCE33KXsY0d72P89/G22yJDXad10ZXsjW7kruUIjs/5igkJfekL40pUpzPupLbwKY7M9nbGKB6U0Bk/15jE0sML05YLI/j7GJBaY3B0z25zU2scD0ZsD/AZtIusHI3XOzAAAAAElFTkSuQmCC" width="200" /> </div><div style="text-align: left;"><br />
</div><div style="text-align: left;">Setelah mengerti dan paham tentang atom, kini kita akan belajar tentang model model atom menurut tooh kimia. </div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a>1. Yang pertama kali mengemukakan model Atom adalah John Dalton.<br />
<i style="color: blue;"><b>Hipotesa John Dalton mengenai Atom adalah :</b></i></div><div style="color: blue; text-align: left;">Teori yang diusulkan Dalton:<br />
a. Atom merupakan bagian terkecil dari materi yang sudah tidak dapat dibagi lagi.<br />
b. Atom digambarkan sebagai bola pejal yang sangat kecil, suatu unsur memiliki atom-atom yang identik<br />
dan berbeda untuk unsur yang berbeda.<br />
c. Atom-atom bergabung membentuk senyawa dengan perbandingan bilangan bulat dan sederhana. Misalnya<br />
air terdiri atom-atom hidrogen dan atom-atom oksigen.<br />
d. Reaksi kimia merupakan pemisahan atau penggabungan atau penyusunan kembali dari atom-atom, sehingga atom tidak dapat diciptakan atau dimusnahkan.</div><div style="color: blue; text-align: left;"><br />
</div><div style="color: blue; text-align: left;"><b>Kelemahan </b>teori atom Dalton: tidak dapat membedakan pengertian atom den molekul. Dan atom ternyata bukan partikel yang terkecil. </div><div style="color: blue; text-align: left;"><br />
</div><div style="text-align: left;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a></div><div style="color: #20124d;">2. Kelemahan dari Dalton diperbaiki oleh JJ. Thomson, eksperimen yang dilakukannya tabung sinar kotoda. Hasil eksperimennya menyatakan ada partikel bermuatan negatif dalam atom yang disebut elektron.</div><div style="color: #20124d;">- atom merupakan suatu bola bermuatan positif dan di dalamnya tersebar elektron-elektron seperti kismis <br />
- jumlah muatan positif sama dengan muatan negatif, sehingga atom bersifat netral.</div><div style="color: #20124d;">Dalam kehidupan sehari hari, kita lebih sering mengenal Atom Thompshon yaitu layaknya roti <b>Kismis. </b></div><div style="color: #20124d;"><b>Kelemahan model Thomson ini tidak dapat menjelaskan susunan muatan positif<br />
dan negatif dalam bola atom tersebut.</b></div><br />
<b><br />
</b> <a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a><b style="color: blue;">3. MODEL ATOM RUTHERFORD </b><br />
<div style="color: blue;">- atom terdiri dari inti atom yang sangat kecil dengan muatan positif yang massanya merupakan massa atom tersebut </div><div style="color: blue;">- elektron-elektron dalam atom bergerak mengelilingi inti tersebut </div><div style="color: blue;">- banyaknya elektron dalam atom sama dengan banyaknya proton dalam inti dan ini sesuai dengan nomor </div><div style="color: blue;">Model atom Rutherford seperti tata surya</div><div style="color: blue;"><br />
</div><div style="color: blue;"><b>Kelemahan dari Rutherford</b> tidak dapat menjelaskan mengapa elektron tidak jatuh</div><div style="color: blue;">ke dalam inti atom. Berdasarkan teori fisika, gerakan elektron mengitari inti ini</div><div style="color: blue;">disertai pemancaran energi sehingga lama - kelamaan energi elektron akan</div><div style="color: blue;">berkurang dan lintasannya makin lama akan mendekati inti dan jatuh ke dalam</div><div style="color: blue;">inti</div><br />
<a href="http://www.blogger.com/post-create.g?blogID=372946826320093198" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="117" src="data:image/png;base64,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" width="200" /></a><b style="color: #351c75;">4. MODEL ATOM BOHR </b><br />
<div style="color: #351c75;">- elektron-elektron dalam mengelilingi inti berada pada tingkat-tingkat energi (kulit) tertentu tanpa atau memancarkan energi </div><div style="color: #351c75;">- elektron dapat berpindah dari kulit luar ke kulit yang lebih dalam dengan </div><div style="color: #351c75;">memancarkan energi, atau sebaliknya</div><br />
<br />
<br />
untuk lebih mudah mengerti tentang struktur atom,,<br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
itulah sedikit tentang ATOM, semoga teman2 semakin semangat dalam belajar..<br />
Semoga bermanfaat.. </div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-54860185253855130222012-08-27T19:04:00.000+07:002012-08-27T19:04:58.423+07:00Pereaksi Pembatas (Hitungan Kimia *Kimia Dasar 1*)<div dir="ltr" style="text-align: left;" trbidi="on"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a> Hitungan kimia adalah cara-cara perhitungan yang berorientasi pada hukum-hukum dasar ilmu kimia.<br />
dan sesuai dengan namanya, <b>pereaksi pembatas</b> adalah zat (pereaksi) yang <b>membatasi jumlah produk yang dihasilkan pada suatu reaksi</b>. Dikatakan <b>membatasi jumlah produk yang dihasilkan</b> karena zat tersebut telah <b>habis terlebih dahulu selagi zat yang lain masih ada</b>, padahal keberadaannya sangat diperlukan untuk reaksi selanjutnya (menghasilkan produk). Jadi,<b> pereaksi pembatas adalah <span id="more-317"></span>pereaksi yang habis terlebih dahulu (pertama kali).</b><br />
<a name='more'></a> <br />
Pereaksi pembatas dapat ditentukan dengan cara membagi jumlah mol setiap pereaksi masing-masing dengan koefisien reaksinya (= kuosien reaksi, Q). Tentu saja dari reaksi yang sudah setara. Pereaksi dengan kuosien reaksi terkecil merupakan pereaksi pembatas. Dengan demikian kalau tersedia beberapa zat pereaksi dengan jumlahnya masing-masing, kita dapat meramalkan zat pereaksi apa yang nantinya habis terlebih dahulu atau zat apa yang tersisa.<br />
Untuk perhitungan selanjutnya, jumlah (mol) pereaksi pembatas dipakai sebagai pembanding/ standarnya. Baik jumlah produk ataupun zat lain yang bereaksi.<br />
<br />
untuk lebih jelasnya maksud dari perhitungan kimia, ini ada contoh soal dan pembahasan yang cukup mudah untuk dipahami.<br />
<br />
<b>1.</b>Berapa persen kadar kalsium (Ca) dalam kalsium karbonat ? (Ar: C = 12 ; O= 16 ; <b>Ca=40</b>)<em> </em><br />
<em>Jawab :</em><br />
1 mol CaCO, mengandung 1 mol Ca + 1 mol C + 3 mol O<br />
M<sub>r</sub> CaCO<sub>3</sub> = 40 + 12 + 48 = <b><span style="color: #20124d;">100</span></b><br />
Jadi kadar kalsium dalam CaCO<sub>3</sub> = <b>40</b>/<b><span style="color: #20124d;">100</span></b> x 100% = 40%<br />
<br />
<b>2. </b><span style="color: black;">Suatu bijih besi mengandung 80% Fe</span><sub style="color: black;">2</sub><span style="color: black;">O</span><sub style="color: black;">3</sub><span style="color: black;"> (Ar: Fe=56; O=16). Oksida ini direduksi dengan gas CO sehingga dihasilkan besi.</span><br style="color: black;" /><span style="color: black;"> Berapa ton bijih besi diperlukan untuk membuat 224 ton besi ?</span><br />
<div style="color: black;"><em>Jawab:</em></div><div style="color: black;">1 mol Fe<sub>2</sub>O<sub>3</sub> mengandung 2 mol Fe<br />
maka : massa Fe<sub>2</sub>O<sub>3</sub> = ( M<sub>r</sub> Fe<sub>2</sub>O<sub>3</sub>/2 A<sub>r</sub> Fe ) x massa Fe = (160/112) x 224 = 320 ton<br />
Jadi bijih besi yang diperlukan = (100 / 80) x 320 ton = 400 ton</div><div style="color: black;"><br />
</div><div style="color: black;"><b>3. </b>Untuk menentukan air kristal tembaga sulfat 24.95 gram garam tersebut dipanaskan sampai semua air kristalnya menguap. Setelah pemanasan massa garam tersebut menjadi 15.95 gram. Berapa banyak air kristal yang terkandung dalam garam tersebut ?<em> </em></div><div style="color: black;"><em>Jawab :</em></div>misalkan rumus garamnya adalah CuSO<sub>4</sub> .<sub> </sub>xH<sub>2</sub>O<br />
CuSO<sub>4 </sub>. xH<sub>2</sub>O → CuSO<sub>4</sub> + xH<sub>2</sub>O<br />
24.95 gram CuSO<sub>4</sub> . xH<sub>2</sub>O = 159.5 + 18x mol<br />
15.95 gram CuSO<sub>4</sub> = 159.5 mol = 0.1 mol<br />
menurut persamaan reaksi di atas dapat dinyatakan bahwa:<br />
banyaknya mol CuS0<sub>4 </sub>. xH<sub>2</sub>O = mol CuSO<sub>4</sub>; sehingga persamaannya<br />
24.95/ (159.5 + 18x) = 0.1 → x = 5<br />
Jadi rumus garamnya adalah <b>CuS0<sub>4 </sub>. 5H<sub>2</sub>O</b><br />
<br />
selamat belajar,,<br />
semoga bermanfaat.. :)<br />
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-27281232427914746882012-08-26T21:32:00.001+07:002012-08-26T21:36:05.666+07:00STOIKIOMETRI ( Kimia Dasar I )<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a>Dalam KIMIA DASAR 1, kita akan berjumpa dengan STOIKIOMETRI. Sebenarnya apa itu STOIKIOMETRI??<br />
<b>Stoikiometri </b>adalah cabang ilmu kimia yang mempelajari ilmu kuantitatif dari komposisi zat - zat kimia dan reaksi - reaksinya. Dengan kata lain stoikiometri merupakan “matematika-nya kimia “<br />
<br />
<br />
<br />
<a name='more'></a><br />
<b>1. Hukum Dasar Ilmu Kimia</b><br />
<br />
HUKUM KEKEKALAN MASSA = HUKUM LAVOISIER <br />
"Massa zat-zat sebelum dan sesudah reaksi adalah tetap". <br />
<i>Contoh:</i><br />
Magnesium + Klor -> Magnesium Klorida<br />
1,0 g 2,9 3,9<br />
<br />
<b>2. HUKUM PERBANDINGAN TETAP = HUKUM PROUST </b><br />
"Perbandingan massa unsur-unsur dalam tiap-tiap senyawa adalah tetap" <br />
Contoh:<br />
a. Pada senyawa NH3 ------ massa N : massa H = 1 Ar . N : 3 Ar . H <br />
= 1 (14) : 3 (1) <br />
= 14 : 3 <br />
b. Pada senyawa SO3 ------ massa S : massa O = 1 Ar . S : 3 Ar . O <br />
= 1 (32) : 3 (16) <br />
= 32 : 48 <br />
= 2 : 3 <br />
<b style="color: #20124d;">Keuntungan dari hukum Proust: </b><br />
<div style="text-align: justify;">bila diketahui massa suatu senyawa atau massa salah satu unsur yang membentuk senyawa tersebut maka massa unsur lainnya dapat diketahui. </div>Contoh: <br />
Berapa kadar C dalam 50 gram CaCO3 ? (Ar: C = 12; 0 = 16; Ca=40) <br />
<img alt="" height="25" src="data:image/png;base64,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" width="200" /><br />
<br />
<img alt="" height="71" src="data:image/png;base64,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" width="400" /><br />
<br />
<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <br />
<div class="MsoNormal"><b style="color: #20124d;"><u><span style="font-family: "Times New Roman","serif";">Penyimpangan Hukum Susunan Tetap</span></u></b><span style="font-family: "Times New Roman","serif";"></span></div><div class="MsoNormal"><b><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><u>Isotop</u></span></b><span style="font-family: "Times New Roman","serif";"></span></div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Times New Roman","serif";">Terdapatnya dua macam senyawa dengan dua macam perbandingan berat misalnya air (perbandingan berat oksigen-hidrogen 8:1) dan “air berat” (perbandingan berat oksigen-hidrogen 8:2), menunjukkan penyimpangan dari hukum susunan tetap.</span><span style="font-family: "Times New Roman","serif";"></span></div><div class="MsoNormal"><b><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span><u>Senyawa non-stoikiometri</u></span></b><span style="font-family: "Times New Roman","serif";"></span></div><div style="text-align: justify;"><b><span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Times New Roman","serif";">Komposisi rata-rata Ti0 berkisar dari Ti<sub>0</sub>,<sub>7</sub>0 ke Ti0<sub>0</sub>,<sub>7</sub>. Senyawa semacam ini (Pb S<sub>1</sub>,<sub>14</sub> dan UO<sub>2</sub>,<sub>12</sub>) yang menyimpang dari Hukum Susunan Tetap disebut senyawa <i>Non-Daltonion</i>, <i>Berthollide</i> atau <i>Non-Stoikiometrik</i>.</span></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <br />
<b></b><br />
<b></b><br />
<b></b><br />
<b><br />
</b> <b> </b><br />
<b>3. HUKUM PERBANDINGAN BERGANDA = HUKUM DALTON </b><br />
<div style="text-align: justify;">"Bila dua buah unsur dapat membentuk dua atau lebih senyawa untuk massa salah satu unsur yang sama banyaknya maka perbandingan massa unsur kedua akan berbanding sebagai bilangan bulat dan sederhana". </div><i>Contoh: </i><br />
Bila unsur Nitrogen dengan oksigen disenyawakan dapat terbentuk, <br />
NO dimana massa N : O = 14 : 16 = 7 : 8 <br />
NO2 dimana massa N : O = 14 : 32 = 7 : 16 <br />
Untuk massa Nitrogen yang sama banyaknya maka perbandingan massa Oksigen pada senyawa<br />
NO : NO2 = 8 :16 = 1 : 2 <br />
<br />
selain itu, contoh lain yaitu <br />
Nitrogen dan Oksigen dapat membentuk enam macam senyawa.<br />
<img alt="" height="160" src="data:image/png;base64,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" width="320" /><br />
<br />
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .67in; margin-top: 2.64pt; text-align: left; text-indent: -.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Perbandingan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">berat</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">oksigen</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> yang </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">bereaksi</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">dengan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">satu</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">bagian</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> nitrogen </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">adalah</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> :</span></div><div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .67in; margin-top: 2.64pt; text-align: left; text-indent: -.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"><span style="mso-tab-count: 1;"> </span>0,57 : 1,14 : 1,74 : 2,28 : 2,86 : 3,42</span></div><div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .67in; margin-top: 2.64pt; text-align: left; text-indent: -.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>1<span style="mso-spacerun: yes;"> </span>:<span style="mso-spacerun: yes;"> </span>2<span style="mso-spacerun: yes;"> </span>:<span style="mso-spacerun: yes;"> </span>3<span style="mso-spacerun: yes;"> </span>:<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;"> </span>:<span style="mso-spacerun: yes;"> </span>5<span style="mso-spacerun: yes;"> </span>:<span style="mso-spacerun: yes;"> </span>6</span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: justify; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"></span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Perbandingan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">ini</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">merupakan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">bilangan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> yang </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">mudah</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">&</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">bulat</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">, </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">jadi</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><b><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">sesuai</span></b><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">dengan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Hukum</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Kelipatan </span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"></span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Perbandingan</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">.</span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: left; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><br />
</div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: left; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><div style="text-align: left;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"><b>4.</b> </span><span style="color: black; font-family: Verdana; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"></span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: bold; text-transform: none; vertical-align: baseline;">HUKUM-HUKUM GAS</span><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></div></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: left; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> Untuk gas ideal berlaku persamaan : <b>PV = nRT</b> </span></div><div style="margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: justify; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">dimana: <b> <i><span style="color: #20124d;">P = tekanan gas (atmosfir)</span><br style="color: #20124d;" /><span style="color: #20124d;"> V = volume gas (liter)</span><br style="color: #20124d;" /><span style="color: #20124d;"> n = mol gas</span><br style="color: #20124d;" /><span style="color: #20124d;"> R = tetapan gas universal = 0.082 lt.atm/mol Kelvin</span><br style="color: #20124d;" /><span style="color: #20124d;"> T = suhu mutlak (Kelvin)</span></i></b><span style="color: black;"> </span></span></div><div style="margin-bottom: 0pt; margin-left: 0.67in; margin-top: 2.64pt; text-align: justify; text-indent: -0.67in; unicode-bidi: embed; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"><span style="color: black;"> </span></span></div><span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"><span style="color: black;"><b>Perubahan-perubahan dari P, V dan T dari keadaan 1 ke keadaan 2 dengan kondisi-kondisi tertentu dicerminkan dengan hukum-hukum berikut :</b></span></span><br />
<span style="color: black; font-family: "Times New Roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"><span style="color: black;"><b> </b></span><b><i><span style="color: #20124d;"> </span></i></b></span><b></b><br />
<b><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"><span style="color: #20124d;">A. HUKUM BOYLE </span><br />
</span></b><span style="color: black; font-family: "Times New Roman"; font-size: 11pt;">Hukum ini diturunkan dari persamaan keadaan gas ideal dengan <br />
<b> n1 = n2 </b>dan <b>T1 = T2</b> ; sehingga diperoleh : <b>P1 V1 = P2 V2 </b></span><br />
<span style="color: black; font-family: "Times New Roman"; font-size: 11pt;"><br />
<i>Contoh: </i><br />
Berapa tekanan dari 0 5 mol O2 dengan volume 10 liter jika pada temperatur tersebut 0,5 mol NH3 mempunyai volume 5 liter den tekanan 2 atmosfir ? <br />
<i>Jawab: </i><br />
P1 V1 = P2 V2 maka 2 x 5 = P2 x 10 → P2 = 1 atmosfir </span><br />
<div><b> </b><br />
<div style="color: #20124d;"><br />
</div><b><span style="color: #20124d;">B. HUKUM GAY-LUSSAC </span><br />
"Volume gas-gas yang bereaksi dengan volume gas-gas hasil reaksi bila diukur pada suhu dan tekanan yang sama, akan berbanding sebagai bilangan bulat dengan sederhana". </b><br />
<b>Jadi untuk: P1 = P2 dan T1 = T2 berlaku : </b><br />
<b> </b><a href="data:image/png;base64,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" imageanchor="1"><span style="font-size: xx-small;"><img alt="" border="0" src="data:image/png;base64,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" /> </span></a><br />
<div style="color: #20124d; text-align: left;"><i><span style="font-size: small;">Contoh: </span></i></div><div style="text-align: left;"><span style="font-size: small;">Hitunglah massa dari 10 liter gas nitrogen (N2) jika pada kondisi tersebut 1 liter gas hidrogen (H2) massanya 0,1 g. </span></div><div style="text-align: left;"><span style="font-size: small;">Diketahui: Ar untuk H = 1 dan N = 14 </span></div><div style="text-align: left;"><img alt="" height="28" src="data:image/png;base64,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" width="320" /><span style="font-size: small;"> </span></div><div style="text-align: left;"><span style="font-size: small;">jadi, massa gas nitrogen = 14 gram.</span></div><div style="text-align: left;"><br />
</div><div style="color: #20124d; text-align: left;"></div><span style="color: #20124d;"> </span><br />
<div style="color: #20124d; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><b><span style="font-family: "Times New Roman"; font-size: 11pt;">C. HUKUM BOYLE-GAY LUSSAC</span><span style="font-family: "Times New Roman"; font-size: 11pt;"></span></b><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span></div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><span style="font-family: "Times New Roman"; font-size: 11pt;">Hukum</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="font-family: "Times New Roman"; font-size: 11pt;">ini</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="font-family: "Times New Roman"; font-size: 11pt;">merupakan</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="font-family: "Times New Roman"; font-size: 11pt;">perluasan</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="font-family: "Times New Roman"; font-size: 11pt;">hukum</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span><span style="font-family: "Times New Roman"; font-size: 11pt;">terdahulu</span><span style="font-family: "Times New Roman"; font-size: 11pt;"> den </span><span style="font-family: "Times New Roman"; font-size: 11pt;">diturukan dengan keadaan harga n = n2 sehingga diperoleh persamaan :</span><span style="font-family: "Times New Roman"; font-size: 11pt;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman"; font-size: 11pt;">P1 . V1 / T1 = P2 . V2 / T2 </span></div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><br />
</div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><span style="font-family: "Times New Roman"; font-size: 11pt;"><b style="color: #20124d;">D. HUKUM AVOGADRO </b><br />
"Pada suhu dan tekanan yang sama, gas-gas yang volumenya sama mengandung jumlah molekul yang sama. Dari pernyataan ini ditentukan bahwa pada keadaan STP <br />
(0 derajat C, 1 atm) 1 mol setiap gas volumenya 22.4 liter volume ini disebut sebagai volume molar gas. <br />
<b><i> </i></b></span><br />
<span style="font-family: "Times New Roman"; font-size: 11pt;"><b><i>Contoh: </i></b><br />
<span style="color: #20124d;">Berapa volume 8,5 gram amoniak (NH3) pada suhu 27 derajat C dan tekanan 1 atm ? (Ar: H = 1 ; N = 14) </span><br />
<b><i> </i></b></span><br />
<span style="font-family: "Times New Roman"; font-size: 11pt;"><b><i>Jawab:</i></b> <br />
mol amoniak = ( 8,5 / 17 ) mol = 0,5 mol <br />
Volume amoniak (STP) = 0,5 x 22,4 = 11,2 liter <br />
Berdasarkan persamaan Boyle-Gay Lussac: </span></div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><img alt="" height="43" src="data:image/png;base64,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" width="400" /><span style="font-family: "Times New Roman"; font-size: 11pt;"> </span></div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><span style="font-family: "Times New Roman"; font-size: 11pt;"><br />
</span></div><div style="color: black; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;"><span style="font-family: "Times New Roman"; font-size: 11pt;">Bagian dari Kimia Dasar masih panjang, pada post berikutnya saya akan tulis tentang materi yang termasuk dalam KIMIA DASAR 1. ayo belajar.. ~*_*~</span></div></div></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-25018246432229902022012-08-25T19:21:00.001+07:002012-08-25T19:39:43.527+07:00Crack Mudah IDM Trial<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: left;">Bagi sobat Blogger yang hobby mendownload, pasti semua sudah kenal dengan IDM (Internet Download Manager). Dengan adanya IDM, download bisa semakin cepat tanpa menunggu lama dan hasil pun bisa maksimal. tapi, biasanya masalah yang akan kita jumpai jika kita menggunakan IDM adalah pada saat IDM itu mengalami masa Trial. Tapi, sobat bisa membuat aplikasi ini menjadi fullversion tanpa menggunakan Patch/crack yang bertebaran dimana-mana. Cara ini dah aku bukti in langsung menggunakan IDM versi 6.05 dan itu berhasil. pengen tau </div><a name='more'></a><br />
<u><b>Langkah 1.</b></u><br />
<div style="text-align: left;">Install terlebih dahulu IDM versi berapapun atau bisa juga yang terbaru V.6.11b, bagi yang belum punya silahkan unduh dulu <a href="http://adf.ly/7vJex" target="_blank">disini</a>.<br />
<b><br />
</b>Di samping itu, hal penting yg harus kita lakukan adalah <span style="color: red; font-weight: bold;">mematikan / memutuskan</span> koneksi internet komputer kita.</div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><u><b>Langkah 2.</b></u><b><u>.</u><br />
</b>Setelah proses instal selesai, akan muncul seperti gambar dibawah</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimhyNrcotiBI9HR6QiJMM6_AnjEWxE3-9v10PwpDFlQbQLvucn5szS8enmEONS6EMxSeQcCkkJ-0jAg92OaYPxUVoFZo8cdvqpmSFvd61Y70TGMpR9Ro2Tx24NfrdaBGNiuBjq9wLCp2A/s1600/BlackIDM2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimhyNrcotiBI9HR6QiJMM6_AnjEWxE3-9v10PwpDFlQbQLvucn5szS8enmEONS6EMxSeQcCkkJ-0jAg92OaYPxUVoFZo8cdvqpmSFvd61Y70TGMpR9Ro2Tx24NfrdaBGNiuBjq9wLCp2A/s1600/BlackIDM2.png" /></a></div><div style="text-align: center;">Gambar 1</div><br />
Klik tombol Ok, maka akan muncul seperti gambar dibawah.<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6i312x4jSgV_CycfOLrS3Bei-zgcvMMhFFbOJ5c2wZDuLCDZjNmoyn0Iiu7fiUHgDR7kRyFPCAOPZ5gZeeOnxTdmzySFB73EMHBOvRQ37p-PYa6z8uSdzYRwKOoxSphNKg7tCSarUgy0/s1600/BlackIDM3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6i312x4jSgV_CycfOLrS3Bei-zgcvMMhFFbOJ5c2wZDuLCDZjNmoyn0Iiu7fiUHgDR7kRyFPCAOPZ5gZeeOnxTdmzySFB73EMHBOvRQ37p-PYa6z8uSdzYRwKOoxSphNKg7tCSarUgy0/s1600/BlackIDM3.png" /></a></div><br />
isi semua kotak kosongnya mulai dari First Name, Last Name dan Email (bebas terserah sobat) lalu masukan salah satu SN dibawah, ingat klo kita asal masukin SN maka pas kita klik tombol OK akan muncul seperti ini :<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFi26HJt2e4HVEg04-WJfxvnSZ2c7djj2PUyW6yzuoRE8Em-0uOCtcXO0HFDjs_j4HXhqciiPXe56LDw8mPFkKGubkrb5EQfglwBn5bFWA8aJuWTv9_cZmTfsL-TUyxhz7iR_6AmeJWyE/s1600/BlackIDM4.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFi26HJt2e4HVEg04-WJfxvnSZ2c7djj2PUyW6yzuoRE8Em-0uOCtcXO0HFDjs_j4HXhqciiPXe56LDw8mPFkKGubkrb5EQfglwBn5bFWA8aJuWTv9_cZmTfsL-TUyxhz7iR_6AmeJWyE/s320/BlackIDM4.png" width="320" /></a></div><br />
Copas salah satu SN ini ke kotak <b>Serial Number</b> di menu registrasi IDM tadi, Kemudian klik tombol OK<br />
RLDGN-OV9WU-5W589-6VZH1<br />
HUDWE-UO689-6D27B-YM28M<br />
UK3DV-E0MNW-MLQYX-GENA1<br />
398ND-QNAGY-CMMZU-ZPI39<br />
GZLJY-X50S3-0S20D-NFRF9<br />
W3J5U-8U66N-D0B9M-54SLM<br />
EC0Q6-QN7UH-5S3JB-YZMEK<br />
UVQW0-X54FE-QW35Q-SNZF5<br />
FJJTJ-J0FLF-QCVBK-A287M<br />
<br />
<u><i>Lalu Klik OK</i></u><br />
<br />
<u><b>Langkah 3.</b></u><br />
Buka Windows Explorer, setelah muncul Win Explorer<br />
Klik C:\ --> windows --> system32 --> driver --> etc --> hosts (lihat gambar dibawah)<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumieVkYCC69E4pPAPMyQLm7YIciXcUvWFJcfBdCbjp_8U9bMhEAQSAYXlzg1gPZ_gwrzYa-FniO7eLB9u4iEoGKToI_lOyd-nJZU9QBXWl7qT1NJtI8uO7heRZci1LUPBRKF17YHKZMM/s1600/BlackIDM5.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumieVkYCC69E4pPAPMyQLm7YIciXcUvWFJcfBdCbjp_8U9bMhEAQSAYXlzg1gPZ_gwrzYa-FniO7eLB9u4iEoGKToI_lOyd-nJZU9QBXWl7qT1NJtI8uO7heRZci1LUPBRKF17YHKZMM/s1600/BlackIDM5.png" /></a></div><br />
<br />
Buka file hosts tersebut dengan notepad. dan akan tampak sebagai berikut :<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVbGQhPdx01qxdE-w1dkSSGWSecUXSDQsIuLJht2pzMPvyPzplRhdM05cC0jMY-kdV3HrX1xuiHNHE7jYcKdpctAg1gtsP91NiCm6HTfWnihCC1ycpiqsNL8XmXP0fLGfCAuLOHfkmvA/s1600/BlackIDM6.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVbGQhPdx01qxdE-w1dkSSGWSecUXSDQsIuLJht2pzMPvyPzplRhdM05cC0jMY-kdV3HrX1xuiHNHE7jYcKdpctAg1gtsP91NiCm6HTfWnihCC1ycpiqsNL8XmXP0fLGfCAuLOHfkmvA/s320/BlackIDM6.png" width="320" /></a></div><br />
<u><b>Langkah 4. </b></u><br />
<br />
Copas code berikut : <br />
<blockquote>127.0.0.1 tonec.com <br />
127.0.0.1 www.tonec.com <br />
127.0.0.1 registeridm.com <br />
127.0.0.1 www.registeridm.com <br />
127.0.0.1 secure.registeridm.com <br />
127.0.0.1 internetdownloadmanager.com <br />
127.0.0.1 www.internetdownloadmanager.com <br />
127.0.0.1 secure.internetdownloadmanager.com <br />
127.0.0.1 www.secure.internetdownloadmanager.com <br />
127.0.0.1 mirror.internetdownloadmanager.com <br />
127.0.0.1 www.mirror.internetdownloadmanager.com <br />
127.0.0.1 mirror2.internetdownloadmanager.com <br />
127.0.0.1 www.mirror2.internetdownloadmanager.com <br />
127.0.0.1 mirror3.internetdownloadmanager.com <br />
127.0.0.1 www.mirror3.internetdownloadmanager.com<br />
127.0.0.1 174.133.70.98</blockquote><br />
Letakkan dibawah tulisan 127.0.0.1 localhost<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijMuRbLVgF7yXB4IhjQ93ObsDxvCecHJwAzEclRsc6Ekn11iKa0AFhOyzXX-IBP4LP_AF6PU06P-ZEzFaeytDUYZImJrTOh2aUJXidebVy-ltnzzTOltNrs_5eGB-bLNZ-3vTJOn0CMr8/s1600/BlackIDM7.png" style="margin-left: 1em; margin-right: 1em;"><img alt="" height="286" src="data:image/png;base64,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" width="320" /></a></div>Setelah selesai simpan, klik file pilih save lalu close aplikasi notepad nya.<br />
<br />
<b>Langkah 4.</b><br />
Nyalakan kembali koneksi internet.<br />
IDM kita sudah full version... tanpa harus menggunakan crack ~(*_*)~<br />
Dipake buat download nggak ada masalah... normal seperti biasa... <br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ8senC_oUmaNhR1QdwryS5DvV1LyQ14-Fbw3bwAoup7bz3N4Lt7FWNdYBb4a8LFXmgVi0ELn4IPKIKFNFhnHG49EWb7BWJMIKGnMtBsk4mT2GdLV0dYiNpfkCXmVgZZif32D3eHQEohlH/s1600/caps22.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="" height="262" src="data:image/png;base64,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" width="320" /></a></div><br />
Selamat Mencoba..<br />
<br />
<br />
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-18626160046765019372012-03-22T16:50:00.002+07:002012-03-24T08:55:11.095+07:00Soal Dan Pembahasan Persamaan Lingkaran<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="WordSection2"><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAADJCAIAAABqotNXAAAgAElEQVR4nOx9d3gUdf7/hI6A6AkKKAIiggooSpEa0rO9p5EQaugQQur22ZpCaILggYKK0tPL9s2mUkRFPc/7nnd2pCQkm+075f37Y8heBLnnd8/3BL7I6/k882w+M5tMZl7znnf/IPDgIhAI+P3+f/zjH16v1+v1AoDH43G5XO3t7QRBUMdgGObxeEI/PsQDD+Ren8DvCKfT6fV6EQT59NNPA4EASZLd3d21tbUIguA4juM4hmHBYBAAfD7fvT7Zh7hLeJAZj2EYAEybNq21tdXr9bpcrrNnzw4fPry6upo6wOv1UscEAoF7eaIPcRfxwDLe7XaTJAkAAwYM0Ol01KROp5swYQJBENevX6f0nIf4o+GBZTwAkCRJaTWlpaUej+ebb74ZMGDAV199heP4LYo7pds8xB8BDzLjAYAkSa1W++STT16/fv3KlSv9+vV77733AMDtdhME0d3dfa9P8CHuNh5kxpMkGQwGcRzPzc0dMWLE119/3b9/f5vN9ssvvwAAZcsCQDAYpLT5h/gj4EFmvMfjoT7s3bv3/fff79u3b1JSEjXT1dUFAH6//56d3EPcIzywjL+Fza+88sqf/vSnhoaGYDAYDAZvcc643e67e3YPcc/wwDKeIAifz+f1et1ut9/vj4yMHDFiBLXL7/eTJNnZ2elyuaDXq+Ah/gh4YBkPAG632+Px4DgOALGxsQiCAMCNGzegx1WP4zj1Knjoqfzj4EFmPIUrV64UFBSMHTt2165dIWUmJNc/+eQTm812787uIe42HmTGU76aGTNm9OnTZ+fOnaH5jo4O6kMwGKyurn7iiSf+9re/3aNzfIi7jQeZ8QDg8XgmTpxYXFwMAJcvXwYAgiCopBqfz4dhWJ8+fUaNGjVs2LB7faYPcZfwwDI+5GJ3Op3Q442htBqSJKnUMbVa3bdvXwRBhg8ffu/O9CHuKv7vM54EIHptgQAgADAc8wUDHgAiGPD5PF4MI4CEoB8DEoAggl4PkIShpnbQgIFhCLJjx45f/cJegwQMBwwDAr+5mwASAxIDCAIESSD+dQ43T+Ah7mvcd4zvzbf/r2NwgJv0A8ABSAzAD+AFwgmkB0g/kBgQ4HNjPUcSEAzeHF7f44MG7yguAYKkHgYCAyAAcAAcwEMAFgyAyw2uLvD6gAhgfiAwwL0QdAI4SXDi4CeBABwgCBAAwB6S/n7H/ch4/N8ynuw5Bu8t0/HeMh4DCLo9nc7uDo/HdTNpjPpaELCODgj6IRjwXb9OuD0iDmfFsuVXr169+RdJ6Ox0Yl785u8kAQPCibt9gGOAYbgXwI+52wFzArgBvCQEAXo9JPhDxt/vuB8ZT/6WpL9lsoddQYAOgGsYdPrB7QcsQO0iIQDgA+gG8AB04Xi7p9sPQRyCAEF353UgMQCMBOJ6VzvSB/nsb1/5AXxAeoH0Ak798o4bXV4fThIQcAN4Afx+zN+Jgbsdd3pCrxccgAQcghh4AVwAboCHKTr3Nf4PMP72gffoMjj4AdpJuOKHDh+4KMaTJJAEYCR4SbiBgQvAD0QAgl5wevEbAEGK7gBEEA8g/cN279/nDPq6Al434b/WdcNPBkkAj88N0CO8qacnAEAGccA8AD7omQ8CEAQG7gC0k3AZ4BrAw1yd+xr3HeMp/CbFbx8YAAYEBsS/9OebRiRlXwbxgBvA29X1E4DL5bsM4PY6bwS6XIADBDAgISUhcUlKksfdDUB037gOOA5BH3h9gGNYpxO8vu4OJx4Ewt9jLQQA/ABuAD+An2J8EMCFQUcArgSgnXzI+Psb9zvj78R1ai8G4KOE6q8OJQAPQsAP1y6D1w0/fAtd18DXCR0/Q/sVcAfBhRFff3cwX/G+QluUsfFJBLnxyafg8Z4uLIbLV6HbCz9T22vgcoPXCQEX4MRNoe4E8AB0UnQnAMOACAL4SXD7weUDN/5Qq7m/cZ8yHm5TYLCbasyvjEMcwE3pGESPu4Y6KAjgAugIwt9+gbYvP1GWwsdfHYxg7JsbK39h9p65jE0jXiicEZE5ZrIQGcxEkMIZc3fNDkenTC+aPkv34owfNdu/kWn3z46Av30LP38LrVbwOCFIQADADdDlBZcLCDeAG0g/EARgAAT4AXwA+L/5lx7iPsB9zfjb6f4v1aVnUPNAAAQJ8BHgIaAbg07MJNnx0dJsqPl0w6jZkhfiFFPosolxuldFJeErdYtXHErIL4peeWKlYtmYmTORfu+nbN4Vt+T95E3v8NdoZjM1s5k5LyzIHD+3ZnmOfV2WZtYb18sr4dsf4EYneLzkD99CsBvAiYMLBy8OGJBAEhAgIfDQVXPf4z5l/O0CHgcggPR6vTc1dRxIlw+CAK4guLwBv4twXweXE/72j683SzvyS3ZMWZj1zKyNL9LzIzagbF3Jyve168vXpB5Zn1WRqbaul1Svzj2dqzNOm78e6f/amuwj67Lf21TwwTbpsW2SE5tyPlix9kBC6g4RX7GGnbMtInXL0y8fi4z9Jner6/A+uPIPCHYCeD3gd4L3Z/K6E7BuAAwHwIC8rfMNlddwL67iQ/wG/m8wnqI7ECSQAAEcMAAfAQEgfrgKN7zQ7YXOG+B2wVffaOdEq8bP2TWNvmNh2rsrdDvW7ZWsOSDNrlizpSI5s2bDrq/4mnOLCyxsbauw+CxdbhiyKA95hhe+9WiS3ixU17OlFYz8crakRqS2pZeezdx1bs3Wj96UHv9zinTPQr5q8lTJlOd09MU5jHDwOQFzA3h/6vqpGzAnEEBAwAVY4DekPFVe+BD3A/4PMJ5SZjAMC3i8ECAgeDOoCle6oTsInR3OD4/pxr329mscxavczQvSN6WrVmbsXL/xncxtJ/MVdRvROq70RKT0aIz2BL2wki6pFiqtfGkdR1yZoq7/07xNyOA3WFmHGZsOcrYeFuYfT5FXpKG1qWhdsrw2taAybf3hLdmnxIo6mfx01rrCDEbK5rmzCl55Hso+hKpy+P4KuMHn9LQ7OzC8nYQOn787GAz6/X632/2wDc59iPuR8bc7am7OUiZphxu6guAG+K4DOrEbVbasKXP3zUnWvJJckqjdo62mZexJKDIkFFpjsk+zJVWiInOM5kz8znLOnvKFBe/Q8k8vLWwUSKuY2cdXFZtHLdiI9H9NmPfeck1Zuup0qvx0kvR0gqRcJKtMkNUky+rXFzVys8ppEgNDXi+Sn165de8W4ZpSXrJ4ytTtM96oW5X15a7D0BUErxvwawDtIX88laH5ULrfb7jvGH873ang/83sAT9Auxe6ATpJ+LZTw1m3/MWk9DkbUoTKrcoTKyRH49fskx28mF5kDpefjN1pmKsvm6c6mbLLkqqv4eUdXYJWJeosNGmtUGdOKbLylZVPhG9Eno6Nyzq0Zo8lfXudUF3JkpUxZFU8jTllx9mlez+nKZsi5PbYksY54rIYadX63Wc3q00yRfn+whNy0ZrMSVOLp049GRUNx0/ClS7wYHi3q7dop1pePuxref/gfmT8LX73m7MBHLq84AW44oLLHvj8p9SJsze8kbyZrhdvq1utMyftsLy24cDyvU0ZJfboLe+HK07NL6qYU1S5UFfJRutEBdWCbRX87EqhysrTWIVaa4LWmKw3PBGZiYyMZOS/z5Ud4yrO8FXVPI2Rp7Ux1LZYpT1S0bBA5nhDao0tbYnSWWNQOxNtWbipPmZj5SadZfVy3THxjne4SUXPTy2ZOB07Vg/tGAQIqpgw1B2EKky5pxf1If6F+5fxt7ojKWv1h3bohtK0TRnTFmtjl+zJ0Evk1Qlbypfk1wi2nV5Z7IjOOirQ17N19bwSa3j+GabGKio9Hyu1MNGWhMJLkdsM9DxD+vY2gayemXNmVanjqfBMZMAsnvh4iroySVWTgNbxlAam3EyTWmOk9miJhaNvCM8tj8ypYSmauZqLLPQiQ/lxWulfo9eV55ReyMo/nb9md+ES8YaJc7ZPfQM/VQnXbxZY9dZnqBz9h7gfcI8Yf4eMGYrYAQAcCPKmieoHnIAAQDcGTgy6iHzWsnVxyxRLZaWr9ZqsQ+mySqHSmphbl1ZgWCI3pOht4Xkn49S1EbmnBRqbALVzFA5e4QWa5ny0tJVf+BlTZqfnVgtk9YnyWpG4/Ik565DHFsZtfFtYcEYoqRIp64UqK1/VyFI2xkltMRJjZN4ZnsacpG0VKtuY8ja68nw8ejZG3JBSdImxzZgis6fnlG3NPJQlytbHpm6a/NrhrLzvz14AnAAScK8fCAAgPB4XkAQQBJXp2es9RjxU8+8yfnfG35rs/m9zxEgAD8A1NwGAQeCqy/k/AO3Q7YROHC77y5M2oDPjs6OXbs7cv1pyZnnWyaW5VSKFOb6gJkFlX1rYzFeYeCqLQN8QJ6lhoya20sxRmtlKK0tpZ6B2ltLBQB2xEitHbRdpDAnKqqVo/VNvbEAencnPP5wgqRIpzCKNQai3CHUtPE0LB7UxFEaGykRXm1iolYVaGaidrrLTVXYGauWgtqitZ0Qq6/LiRlHO8WW5x7bKjuUsQ7e+NM9zuhp++AlwAjr94A4CGQDwA+GHIAZ+wDqJAA4uksqPwLzYbzTypiq2rl+/Tv1I9V8gSZIq7ApZBaGePD6f7xZTgQoC/KY25ff7/8jtB+8G4/F/w3ji1q0HoBunYqk3AK4ErnwJnk641n0xu1DxXLh0booivXCzvJwnqaXnGZbv+ZIuNaZsb2PKjTF5VYlFzTy1LSavKqGwia003z5YqJWlaWGgdrr0DF96eqXOMiEiC3lsFivzLZG0lis1shRVdEU1XWZhyO0suZGlrKerzPFqM11lpqvMdLWJrjYxVCYWaootqOJpzGxFPVNWm6C3c5SGuNyyjOz3di7Nznpx5pY5kcSX34Ab8/7wIxD+oKsDcAw8ONlFAAYYCX6AbvC3+zpxIKhK8/b29kAgEAgEKO5S3RYoyoaWe4Ae9ns8nlDPe+rxuIXxPp8v1K+Bsiuo5jwP+w3eJRn/G1N3EvMkYAAu0o9ROYr+DnB+Dz/8fdPEmeteEYnXHV635cTanBPLZeU0cRVL2yAsbOSgFpbCxJQb48W1TLlRoG3ga+x3Ynyc3M5SO3jqGpGiPF1lGDNvAzJ8Jj/n4FKtLUnj4KnrmGgtU2HjqJpEOkdCUQND1UN3lZmhMjNUZhZqZqFmDmqJya/kouYEvYMuqWXK6oUqKzf76Db1O9Ll2btmcA7N53gvXQC8E7w+8IK/C3N7wQ/Q5cdcbi9BYABEt9tJqfuUtKboSJJkiL7BYJAiNGUJUB0zPR5PqGyX+iLF5vb2dupboRCvx+PpLc5DbXkeyvh7gd9UYClJD+AD8EKQ6L4Bng6rZAO6YNb6hby8jD3Z+nOCrca0zJNr0JpY8en5BacFxY2x+dUc1CLQNkTnVjJkhuSSVqbceCfGR0ssLLVDqKtPRCvTlHVPzVmLPPq6KP/dJIWBLzezFFU0eRVNambI7Rylmau23InxIn1j+NbTfLVtyfbWqOxyhrQuraQtNucEXXxEvf1URUZRzpNTfzl1Eq5/D+2d4AXAwQdwJQBuABKIoK87ScAdOqj/sKGPjBgxYtSoUWlpad9//31IMBMEQdE6MjLy559/hp7nISTaQ5YxRffQTGdnJ3UM9fUvvvjiqaee+vLLLzs7O+Hhaij3ivFkz/a2cicC8IDf7bnh8gEJ4HfBD39/m0vf+kZ4Ts7OlarKJHkLN695ibwxBTVFFRxjFdfFiCsSCptYChNNUpdU3MJT26JzK7kq650Yz1Q3M1A7Q1bGl55eoTWPX7wVeWwWe+t+fkEVV2rkoDVsdT0bbWApHSy5kS6rY6FmBmqlBqv3UFgE2ka23EKX1PFQO1thohXU81TW6G2nUmUn1fojurQNb82IeOu1BdDtptIk3EHwAFwP4DgQBblbByIILXIBLT42PDycwWDMnz//8ccfP3HiBCWAKeq/8cYbjY2NIZEf4mswGLx69Sols0PKus/n653AQ/0Gn89XVlaGIEh3d7fP5/P5fCRJ/pGDwb8/439tuv77rHcAgvDcTEa/8sXX0N25Jylxw4yF76AHVsg/FBXbmLIGRkEzT9Yq1DRHyU6xSmripFVspZmDWrgqq1Dn4KqsNEkdXVp/J8bTlA6mqoGDVgnlZcvUxmcWbEKGz+Rl/1koqeHLzQKtQVhkFepbeZoWjtLMVBgoxrNuGwJtI0th4SisHIWVLjYwpSYe6uAo7HyZIy7rBE9+UKzcdYS3Rj32NUfh7q/MDZgb9+Nw5UYQAwAS3txRPOKx/ri/k6oSpOR0fX09giDvvfcetabD0qVLo6Kirly5Arc1jqWYTRAERffQh5sXmSQpeU8d5vP5jh8/DgAej4ea/yO32rwHjO+dAIz9OhkYAAADuNEFNzrA6SxdHIsu4hSsL9qClnPyTiWVNLOURprEFJfbLCy8FKWqXSg7wdFZIrPLuSprYlFzTF4VQ2ZIKm6Jza++E+OjxGa2plGkNySpqlIVtU/OXoM8+npCwWFefiVbXM+UV1KWK11mY0jr6ZJa6ltsZe9hZyvtaaUXI7OqeKgjuejcos1ldLEpfeclRr45XX+RJ7NE5X3Ey39bpzqYTUvLe25u19FKcHmorGafE8APiuz8wcMQDFxurxMASJJ0u93BYHDcuHFz5swhSdLv9yMIcvDgQeqqnDx5cuzYsdSD0dnZOXv27JSUFKrzPUVrqj/4LQo69RKgWlMxGIzedvAfFr8z48lbGR+ie6Cn2wV2SzYBBtDRDdevvsURyGdE5cVmbCk4zc6v4aIWhrRu8ZYPhSorD73ALfw8HDVHao10lVmkb6RL66NzK9lKM6XeiPSNd2I8HW1kqhpYigqB7MxyjenZRVuQx2Zxsg6koCah0spWVlN6PFPRwFNZBRobR2lmK80cxa2MF2qaBeomlsxKF5sYEitLZucoHCJVi1DSkKBuXiiujlVXMHIPKKT7d0QtR6csuGaxQftVqmaFcBJqGYr0RVxYO0b4f/rpJwAIBAJffPHFxIkTcRynZHD//v0zMzOp9TfLy8tHjRp1/vz5n3/++aeffho5cuSaNWsA4Nq1a9SF9fv9EydOpNFo0LMGlt/vHz16tEgkAoCurq6BAwdevnw5FAb+fe/7fYx7w/gAgB/IAIAXD3qDAWp/IBAAggCvH9o7wda4d268lL5FnXt6jdSeqGrlaqxx+RWbd13kbK3gKawsfetcsWW+1Ja69xJTbuRr7EKdIyqngqUwLd11ga+x8zV2iv0MmYGntgm0DRzUQpMZKcuVkvFpyrqQjE9VW1bu/JitrI7MOyXQtXDVzUyZYdnuc1zUzFYYOTJjRNYZnsq6fM9FrtLGkBg5CjtdbGJIzBlvfRWxtTpRf46HNsXn1HELjBlvfTlXYpgjr+Nvt6yQvqfO0OTPYeQ+/+rlwx+A1437XN1+7479e5EwpLhEZ7GYAABF0c8//1woFCIIQi3Xo1QqR44caTabAYAkyY6ODiaTiSCI2+1OTU3t37//tWvXbk+7j4mJodPp1ANjMBiodspXr14FgLS0tOXLl8MfftGru8p4shfjvYAHgXT5vEEco/bh/gC4PXDtClz89GA4M+eFmAOKOkbSIdqGKoGyiSs3cvOr1+nbRNk1XFkNr9CxSNa8UNKcWHqRKTfy1Da+xh6bX81SmJKKW7gqK2W8MuVGlsJEafkc1MJQmGNlNpbawdfUJigrlqL1o+euR4bPFOQeSlYa04pa2crqGHEZT9PEUTUxZYaUkiae0hCbc2bjwS8iMo8v3nwi872/0yV1izaf5qF2ptTClFrSSi9GZ9cJ1C08tIkuNrEUliW7Ly6UWRcpraztjQL5qU2Zb8r4m95eyD/BTICfv8FdP/jBu0WRM2jAkH5I/wH9Br7wwgtDhgwZMmTIgQMH7HY7deWeeuqp6dOnAwBBEJSX5uLFi48//vj8+fOffPLJDz74gDqsd5jJ6XQePXqUYrnNZhs+fLjJZKL0nO7ubpfLNXHixM8+++z3veP3Pe4N43tX8QX9AcAI8AbAE4D263Dte+lrr297jbsj46A835aabaNLjfM2fSTaVp2eb0qRWUUyE1dSlaB3xCpaI6UtHG0LU26kOM2QGVgKE1dlZcqNocmQt56tNHPUdkqrYSsrhfKy5RrT2IWbkeEzudveFklrRaiNraymK6o5Kgflq+GpTMmFNrakKi771Oo955K0tqisk8n6Rnp+tUBj5yisbLmFh9rjxUa20s5VORioPVbvoBU302UWDmrj6BtYsrL03Pe12QcyJ0XVLd0IHf8E7//44ZccXW4/ZAh44KP3jo8YMSIiIiJ0za5cuUKS5HPPPTd58mRqBsMwykvzzTffDBw40GazUc/AjRs3KBdke3s7pcebzeawsDCn04lhWEpKygsvvEDtxXF8wIABlCIEf+zlgO4Z4/0kflNxx8l/NcZo73Adfz/npVfWLN64Zd2JZVkmfoFNWNKUtucsd0vFSqldkFebrLYyCyoSCxvZaFOctIEht7IUppCmzpQbGTIDXVpPl9ZTTnqe2saQGWiSOpbCxNM6ftM7ycp8SyCu5kgMbGU1S1XHUtqZigaW3MiWVbOlFXE5x1IKTRxZeXzuyQS1iSur4cjrErUNPJWVi1poBfVMuZkuNXNVDpa2MbakNUJl4aKWJG0DT2ehScoSC05odOXvbipdNnryN+++Cd5vgPxeUywdgAyDAABx09FOCeNQFGn69OnTp08nCIJKCnA6nZQnZ9OmTRkZGRiGhbLTQv74YDD4l7/8Zc6cOcFg8NChQ5SwBwC32+31epcsWcJisTo6Ov7Ijhq4h4zHKfuJAAgQN5vAuLCvTlXlT52uieBLN7+3ZFv1ip1nuVrzvE1HU7a3RWfXJKGOxNzyZUpjvKSGX9zCRS0sST1LbvxdGU/POc4qOJleYuFKzwgVVSmFpsjMo0xJZaLOJkAtXNRME9cy5Ua61MhV2bmaBrauKUZm4GhMiUU2nrqOIz4jyju2WfaRfMv20lVZJTQ6/P0S+C6XyHP6Iv1JErqd3u7ubko5oehOSeuRI0fOnz+fWpKWCh6Fljlhs9nz5s3rnWgQyrc5e/bstGnTNm7c+Ne//vWRRx759ttvKV0fx/Gff/55+vTpX3/99R88CHVvGN/TMpIEHMCHgx+gwwuXuyo0u9c9P0fJWCeTnxYWnHkj570F8jKG2pKy65MIiZmttC6RG5KlNQxpnbDQwZHXsCTlAo3t99NqBCpDoromAS3jSk8sL7Vk7HHwZGX0/JM8RbVIY+IpDWxFPU9liRfXspVmrsrOUVj5cjNfYWKrjZwiM1NTy1KeYeYeWZwieXFa7MzRL81F+mQ8OQ5+uSpPT330sSEeqt1fR0dohXHocaJ3dHQMHjw4Ly+PmlSpVEOGDOno6PD5fGvWrEEQJDw8HAB++eWXf/7zn6GIElV1RfUHP3ToEDVJPULDhg2j1rKFP7aD8h4wHu8R8EQgeNOM9QF4AFxQVfgu++nY45qKlWtUq4oPrz7W9lLeh7GlFxaijbEqR6zUkFraxiyoEEqqlmjrGZJT8eJTKaXNv5/lmlpiFyjKXhIpU/VVz7HEY2K3bTzQxpae4corBKo6tqyaKatN29EalVvO19q4KiunoDZ5W8UqlY2lNMbpzJFF9XGFZYvz3xz2ajQycMyfkGGMQZNXDJsKZ9q+LatZsorzC1zvDHT1vmC908iefvppu93u9/v/8pe/MJnM9vZ2SoHx+XwIgqAoSqWgTZkyhcfjUZLb7/d3dnbm5+ePGzfuiy++oIxap9N548aNZ555hjJb/+CNFX5/xlO9fwHDAQvczH3v8bs7veDDwBeEgB+cPrj0szx6/aoYuVpatV6yj75NL9xbH7vL8XJWBa30E4a2Oaqgdtn+z2JyyxJkNWmquri84zHi08ve/Pg/8k7GSMwstUOotySqatOUdU/NWoM8OiOx4PAStW3Fzs9YytrIvFNCXQtP1cyQmZbtaYvLOow8z3z0jRXIODoydO6rS3cKNbVcVS1HaaBJqxnSuoz9lyKyTicWNvJUFmZ2ZeKWM5v0jWxZdYy6JqK4Pnp71fy83ciIlxDkmacfmZ4VtXXbS0ml07ndZcZO/z+uQbsb3DezSHuafFAKPYZhCIKcO3cOeh4Dytyk3gaU1xJ68g4oKns8HuqYwsLCI0eOfPXVV72P2bVrl8FggJ5lI/6w+P0ZjwEQgIPbD65uoPKoAIIAnUHo8EMQAILg/xncHbumsvPGCmRZZQk5ZYmKikRdTay8Mk5lYhe1xCksDIVZoHfESWp5GqtQZWWIq0Q6G1NhYCvNIn0zXWqMzq1mK60shYUmMYj0zb+Okv46fqSy0ZRGlrxuucYyYeEm5NFXeFv3L9E0x4sdTKWJjRrisytZYrNQf5aNmpJVZcjAqcjY2KjNb0dsObIo8wOm0piy+/z8reVxMrNQ3xqZXZmgaRCilgSlJVFhSVbYkhSGZUX1y3abhrOkyMuJC7LeilxbOnJSwugxfB1qTpu1Rv1c1PkcKcCVDujwQbB3X8FQZIjA8ObGpjAE+dtfvwaAGzduEEBiBE7p9BRwHHc6nZMmTXr//fcBoLu7+5dffqEelfz8fOh5VKgYLfUwUDN/5Lrbu8T4ALg80En1tgYSINDTetqPB31dQFz+sfrEnufi98zMWr/xGJX8SOW7c1XWqJwKoc4h0DZE5VQkl7RSVmlySWtUToVA28DXOCKzK7kqe2JRa0xeDUNmSipui82vvRPj4/PreOoGbmETT2NNVRjHzFqFDHk5Jf8QPccoKvoyXm6KyS9P0zULlfaI7Dqe1h6zcT/yxJzRi9dxJR/FbDvKUdVz9Q0RBXVpe79clFPLUjp46kZGQX18Vlm6zpEgNzPza4WKuhlJakbeu+MSC5GpS+dt2b+0sIqz6h3B0ndXZ9eWFJyRPR/9P8oi8P7ogeNJ2cUAACAASURBVI4ABHtHnW8pJHh7/4Ed20spgpIAvsBNr2KoiBYAfvjhBwAIBoMdHR3jx48fMGAAi8Xyer0YhlFKzsaNG6dOnUqSZFdXF8X7h97J3w0kAA4kCX5w+cAZCHXMwwC8OAQJIAnceR26L6sjInPGLNwnLN6QUxEyOilzk6uyshSmkEnKQS0c1MKUG6n5eHE9W2nloDauyi7UNXFVdprEQJca7yjj5RYOaqOrrCylcZnaOn7+emToVNG2/ewCa6y4haW2C/W2BIVVoLCxlI44SQ075wgyeuFkVvbSohqW5DQHrWOrzPFyU0RePU/fllh8ga9qECgs8VllQkldgszALKiJ2PIBMvD1UTFbWCrD4oIyXmF5kubUpAWZr0VItW9/Lcs+pQtP/1K/G/zXCPwXEvx3WiGCEufjx4/v7u7+xz/+EZrvzVdKBfJ6vTiOYxj27rvvLlq0CHplWTY1NYWFhfl8vpAyE1rq8I+Ju6HHkyT4we0H579MV6roicQ9vm5wdUL7tbwXXlHOTylI0q6R18TkVXFV1oTCptj8aqbcmFjUTKVDJhW3xORVUTp6TF5VUnELXVofm1+bUNhCKTNJxW08dUN0bjVXZb8T43mona20xsqNDHn9Cq39+fDNyLBp/My9QqUjIsfG1jQklTRyCmp5Mouo8FxsQVWi/AQycu7z9K3LS2qFynKBqo6pqONqbHSZRVTYtjirMjKrYsXO89mH/pqkMAyYloE8lxyXc2wST84oOCnUOeLkdbHKj1a+WT9hwQbBqkPp2bVK1LRnmXbrjPAr1hoIXgPST/4W4zs7Oym789tvvw1NYhhGEAQl8qnlyEmSpNR3ytil/Js+n8/pdIYehk8//ZRy3ofKCP/IuBuMxwF84MXAdbPhDAZAghfIG6S7y9cJPje0XtK/MO/PW0oys95OyDudWNTMlBtj86sTCpu4KmtMXhVV1hRieW/2JxS2xObXclCbQNsYnVvNkJmSS84y5eY7MZ5WYOSqHBx9I1dtSVOanp69GhnycnLeQa7UmlD8RbzcFJ1Xlqy2CxSWmPz6hKJGRtY7yGOzX6BtTUFPC+Vlq99s4WuMUbnlAm0DXWpcUnJu/YEvXxTsnCbalSCrGzBt1bNM+dIddpG6JkFrjsmp5esawmXvp+yumBy9Ubj24BplIy/1z3vlH66eHb8/JRku/x2C/07BCFWB9PbhUAhZure7GkNVVL/plunu7n6YSfa7oaeKzwd+HNw3HZEY4ADXCF8XBALghfarn60uyB0+tbRg32rVUYG8MuRYpFyKt2syvTUckb6Zg9pYCgtTbo4X1zPlZoG2ka9x3InxTKmFq3IwNXY2akpXWZ6duxYZ+nJC9oEEVRNXe4GmNMZLKvjSOp7cyEYbRIV2kfQY8sirz0ZsEEo+4opPrtzh4CnrGNIaltxAE9ewpYa1+z57fH4O8iQ7buMHyaq65CLj8r1NScVWlqR+3ppTLIUlSn1s3YeO2Yni+TzVSmXjKqll89Z3M+KXfaXf/rlGCT7vb+s0ANBjYlIEDeXP9LY7KQ3H6XSGHoYQmzEM6+7uppzx1JE+ny8UoP3D4vevcyUBB/CDHwcvBAmK8RhAN0A3+D1kx+WWhrdfjtZMjC3I3Rebd0CkN0XlVITy3ZlyY3JJa7y4tre1+msr1piy/RxTbo7Jq0ksauWpG2LyahIKW+7EeL6qka20x8gMDHn9Sl3DpMVbkGFTeVt2p+haIvOsbK01scTKyD3DldUll56jy2rSdZXI8FkTYzMTpCdYuUeX6A1McZlIY0otaYrJPo08m/w8r5iVX75g9UFBfnmiskagrmQqy+MlVUJN87LiL5OLzi1Gj7FLjrEyd2WgZfzsmmSpbZW8XLl1V+aICVBdDy5vj453a90MAWQAC3a7b3I04POHDqCIjuM4RehgMEhpO7cL71DJCIZhLpeLkvq9HT5/NNyNihASIABBEvwQJCAIQAAG0E0G/eAF6PzOWq8Zv2DP/NW56g9T9hrpimqhzkG50iknery4lq+x89S2eHGtUOeg4qlCnSNeXMtT2zioLa6gjq9xJBW3sZVWyn6lzNnfHHSxiatysHVNHNSyFDU/MycDGfJSUu4BZn49T3eepTGxVVVLi2wJakusuIatrqdlvYuMiwtftWsJWkbb+v7aPc18WcXize+/lv5WVNZJZFrGS4k7OOLKBEXtul1ttKyPYvI/FBYaaNJalsyerrsUta12gexDZtFHyMTI6ey8BKmVlm1YUmhft2b7rmkR0PoJOL29DJt/hepIgCCOkQABLIjjeCAQoGYpAzTEY/h16SqO493d3b3zgSmj9ne/y/93cFdqoABIIEjAqBZFlNQHIADcgF2Bb756O3YZGrVR/+fGRQUfslSG3yzmuNOgS41MuZmrsvM1Dr7GwVXZmXLzv/HVJOhauSpHpLg+KqciRVY/fv56ZPj0pNwDPJlpfmZNjLQqdVdDWqGZI62OyCmLzDuVVli7qqiWk/0eJ+doqqZ2eYl15Q4HMkGEPMliiSuZBRXr3rooVNQJpFXLixs44jMMWRlPZ2ApTAyJNUF5loc2RanK2MWn03RHE/PfS9U0Juo+jpAZ12QdLn5+weHJM6DLC24/+DDKPel1ewDA4/Pe6q/8TfP2f3Nbeik/8OvWN9SHQCAQavXxIOlCdyHLgKBWESBveiV7Yq44gV//EQJXPv7w3SVjZ79f8IEo8zCvxMpCTf8R4zmojYPaqNgTS2GhPJXUzG8OjsLBUzXTUBtNUpciq39mTgYybGpK/p+XbT+XsvMSW2eMl57iyyo4skqavIanM7EKjifJz6SqKvMOfxa9+QgyijEtqTRJZ3ot/a0UvS184wcilTE+5zRfVrO0qIGvqKPLqng6C0thYkjMIlUrD3XEKmp4hZWjozNeEUkFEoNQd2G+oiEj79S+Wbwzc2Kg0w9BAG+QClyQOAEA/mDgjoz/HUhP9cAJBoOUMUA5OqHHj/mAvSJ+bxlPAIkBQVC6zb+We8epRWyccPmvWRELVEmbZZv3J+eXcXS/3Wfm3wyBtpGS6zSJgSYxUPJeoG28s6/GzEWbOPpmDmpZIjeMnrkSGTolpeBA9NbTCSUXmZr6RdsOJ6iqk3QGtrqehtaklVi5+adGLNjyanJpXObRZ+Kk0VuOsiVVacVNiTrb4i3HUoocHHmdEDXxFQa2rJYmq+dp7WyFiSGtF6gdXJWdJjMKtKaIDW/GbNwnlNbTZfZFaNu2oqZD8esOvhIOn/wNAgB+AnxYaJ17nCR+o/Pmf5XxlNjubQSHUjgp58+DGqW6C4wPAokBSS2Vh2FAkFQg1uOHrnZo/w7OtfFnMTZvPaQ+9n14VjVb+duNN+40eOoGylfDkJkYMhNLYeGgNp664c4xVxNH2cjWNfHUtnSVZewba5AhkxNy9q7YeV5YfD5WXh4rOSZQVCzefISrNa48+Mm8de8sXPsO8qzgqci89GI7X1GXrLPG5pwSaSy0/AqOvG71W5/w1Va+2kqX1LIUJprUytM0ceVGlrSGp7Nw1FaG2JaEOkYs3PBKsjoJrWcrHPMlLWuVDXvZmSWvLDKW7AOnHwIAQRIwksBwgiDwXxfNAPRkKP33GB9KQKB8/Ld3LKOc95TZ8CCl1N8FxvuBCAJJ3UIMB+KmdoMT4OmE//li1/xFG4Ubl2e9y8qu5ara2Mr/TMz3Znlv9t855trAVjhoqI2tNK/UNUxctAkZ9iJ/6y5mQQ0DdTDUNXTFieWllrQSS8pOx8QlO5BnhPS8ikUbji7e9FGC2sKUVCdorQKVia80x+ZVclFzUsnNHgoMhVGob42TNvI0rTx5PUtWxi6qZWpN3LzmVNn5UeG5r6UVp+mNfKVtcX7LKol9e7I4d/qCg1sl4AyEGA8YjhH4HRlP/NcY7/P5urq6est4qhy2q6sr1OASehj/IPXu+731eAwILxBB/GbWJAaAUctQurq7wNsB332jf+4lzYbC1bIz4RvLWeoLrP+Q8b01md4azp3SyATqFo6yMVZupkvrV2jtkxZvQYa/zN+6iyszcHWt3EJjdMEHi9a//SxTFp790YLc4wPnbUstbVu6/SxNXMMoqOEoDSxJHU1ck6B3MBUGurQ+XloXmVsRJzPSFGaa0hErbeWpzwvktWzZCUZJOV1n4Oe0pYsvxW06FZ/9QbrewJca6AXn1inOlq4tXjdj0XHNDvABeHHwYoCRPerf78546KXSuFyutra2559/nsplcLlcS5YsmTJlSqgXyEMZ//8NEgPCDaSfCraS1ArxAYAgBIAA91XYu7d4xHOb+FtXo9VpO754fVMdA3X8R4zvba32tmL/DeP56hYaaqNL69OUpnHz1iGPTU0pOJCoscbLLfHK8hX77YnqCuSJiGFRWRs/+pqpNNKl9fH5dYlFzSKdI15S88a6oynb225m5Ivr4mRGltoeKzfHKSxxckes5AJf9YlQVsuWf0TffpqmrxNtu7A8/6uR86UvJehTtZVpGisr92zaVlPh5t1bYnjH9HvAC+AKQhAgSAAJBJB3h/EUKOfMJ598MnDgwF9++YXybMbExDz++OMYhlFG7YOE31+rIYJAYD0KqB9IDIIAOHR4neBrb5dKdjw7NVOUv1ZVG51dw9Wf/09lvEBj46ksLLmRikYxFGaOysHTNDFQOzVYyp6BWtlKO0/ZLNKc5akb2JK6lIKqZ15biQyfvkp+WCCuZhTUIy8lI09GJCgr0vTGpGIzTVoZnVcRL64V6pqoKO+at7+kS+upYquEwqaYgup4uYmra4zIq2ZqHMm7vqAVXBQpP0mSVPOkx+gllXSdKSmrNSPvU+6WCnrmexmFtUtVdYK8pvRtJuXWA8siBLsyZeDGwBWAIAFBwu/1eYOBUPH7r8zW/zbj/X4/VVUYDAavXbs2f/58gUDg8XhaWlpGjhxZWlpKJTJQrYn/a3/1XgPp3caW2lL/XuhFRjW+crlcVNwuFPcOha+7u7upr4R+Q0jtc7u9N3ODfQABDMCNAUa1TicBwHkVfv4+Z8L07TmHk9cfWaW3pm1vjJfUJG1vicqriJfWLtl5Nl5aG51fKSpqZCqNcZIantbGQk0s1MTVWGPF1Qx5LV9ZE531UYreJtBYaJI6rq4xWmJeLDbFa5pilI3RSnuMwh4ls8Qq7UyNg6Vuit5mXrf7r/TMMu6W45tQ2zNTlyFhk+JT0adnbopeceT5ePHz9IKlatOqwkaRuHyp3sxHjTRpLU9tY8jrGfJ6nsZKk9ZyVGau2hIvqYktqBLoHXS5ISKnnKO20sRWTsHFZOnFdGnd6iJznMoyb2vVcmlTrvb8wKcTZjIU6eJjCTlHU5W21TLz2lVvCRcsfVdeCtdvwLUOwDCfq5sA0g9kNxakLJ1eXCcAw4Akurtu9jALpdNQ7Qx6d4WndHHopbdQ4VjqDt7ibQwVT/38888TJkwYNWrUo48+evjw4d4EeJDycBAA8Pl8ra2tn3766Zo1a6gGD36/v7W1taurKxgMhuprvvnmG8qOuXTpEsVph8NBdXj77LPPvvvuOwCwWq2UE/fjjz/+/vvvg0H8/PnP/3LhS/AQ7Z99+s+vPw4A4fj8J9vFHwDgl7NN6OuvZE2ZtUakkJc2Z+5oWLRmX4K8fPVOO09yKhGtXLunMUFZIZCdWVlq5UlOLS00rN3TyJee5ktPr9ntSNXVcQuO5RxoXFNYydn67oZd1mWFxpjMD1a9eW75nvPReRXpey7wNFaGtCZj/6epJY7Y7OOpRQ1r914SSOqWyE6J9zWsFZ8eNz158JiZr8UuR/rP5G98Z+P26lX6M+tKrcmyM2nKk/kHW9jZH6RqatfvaUpSViYpK9fvaUrV1DKzP1y13ZqqqU1Gq9bsbEjXGxLk5StLLKlqCyfHlrX37yukZ5Ilx5fv/4KjbUrJL5OV2ugpJSmb9sv2GXP3GpYoyjNUVRptJWteymFZCbi9n9XVO3/8AUjss79c+sfln690O9s+/vSTT78AAr756utvvvoaCOKLTy58cr7N7/Vdvnz5woULwWDQ6XTabDYA+PHHH6nbdPnyZYfDAQAYhl26dIm6x+fPn6fCSRcuXACAGzdurF+/ftOmTa2trWfPngWAq1evhvpU9u3bVy6XhyhOPTMPlOWalpbG5XKRHoSFhW3YsGHZsmUDBw5EUXTlypUIgqSmpubl5fXt2zcpKWnt2rUIgixevFin0/Xv3z86OlqhUCAIMn36dIVC0adPnxdeeKGkpGTQoEF9+vTRFxYPGPzooL6Dd+dLH0eQAQgiU0mRgaOQR57NzMwajSDzEYSGDH5xVCTSfx4ylj1giggZtWD4xGjkT6/3GzX3icnxfZ6cEzZy9qPPRfUbNbfvU28MmxDZf/S8/qPnDR0f0efJOX2fnDl6cuSgEdOHjJ45eMwbyOMzwkbNG/Bs5IDn4pCnI/s8G4M8HYmMXtR/bES/Zxb1HTOv34Qo5LkY5LkoZNLcIVMXDp8cjgwegwwc/Mjzk5ChE4ZOjUKefQkZM6nvtChkcjgy9hVkzLQ+Y2b3e+qNYeMj+o+a23/U3GHjI/o99Ub/UXMfmxg96OkF/UfNHTE5fsiz4X1Gzn5sYnS/p6OREUxkDAd57BXk6dnIJBYyJh4ZF/P4CzGPjFsU9tQryJPP95s0u+9LcciQF8eMmTl99EvR4196X64cgSATHn989/YipA+C9O2z5+Cf+z8yrF//wahC1RdB+iKIWiEf1C/skcH9dTrdgAEDBg4cWFhYOGXKlD59+kil0ldffRVBEIVCER0d3b9/f51Ot3jxYgRB1q5dm56eThXFrl27dvDgwYmJiVu2bAkLCxswYEBYWFhYWNiECRN8Pt+1a9cIgvjggw8eeeSRmTNndnZ2UqQPlSDea6L+14AcOHAAQZC+ffsOGjRo6NChH3zwQf/+/REE6dOnD4IgI0eO/PLLLx955BEEQfr379+vX78hQ4acP39+zpw5/fr1QxBk6NChCIJ89913S5cupZ4Z6uDW1lYURRGkDxLWb9iQocMQpK2mrMFwBglDBgx5FkGeGP7Yn+r2701FBsYgfZ8ZNjNsLGvwtHTkaUbfcbHDJ9PCnlowaHzkiJc4/Z5ZNOCZiOGTaUMmxPYZs2DYxPghE2OGTIgdMjEm7KkFjzwbPmJSVJ8nXhn9Uvygp+cjI2Y/NoXZd2xk33GxQyaz+zwb1W98zMAJsWGjFw4aF/HE5PhBk2KQZyKRaRzkxXDk2dcGT1yADH4WGThkxKsz+0+cP3wGs++0hQNnRfd9JR55Yjoy9vUn5rCGTo7p9/TCoeNjBj67ePDYyEcmRA0YE/7opLhHn4vr9/TCfqMWPjaZNnhsJDJyzqPPxYWNjR762nJkMgd57o0hM2ORl2nImPl9J0U8OnkhMvqVp2Ys+tP0GcjYcUNfjx42ZeFTT0wYgwyeOvDRpxHkKQQZgiD9EOSzzz/Vl5YiffsgYf2GDH0sDOljMhgtBmMYggwbOggJQxAEUalUra2tCIIMGTKEuubp6enfffdd6Hb069dvzpw558+fHzJkSL9+/R5//PGwsDAEQT7//PNhw4YhvRAeHm61WikqHDlyBEGQlpaWtLS0cePGQS/N9kEKuyIAQBAEi8X6/vvvp02bRr0TQ6lIJEmG/ttAIEB9pnQbSo+kSg0wDAuV2Hi93n+9E4HEqPwCwgvdV3H3VSAxwAEn4PK169DdtWfq3O1T43LX71hbXL9uR9MSnTW1pGnp7rMCjS11Z+uqfZ+KCu0pJS3pe84JNLa0XW1r3/5CoLMKNLaMtz9LLW3jqUybD322YlcjT1G9+Z0vVu47T5fVZLz9+cq3PmUpjRlvf5ZS0pSgNW9559KqPc18efnK3S3Ld15k5NUt15ly9rUuyzszfmbG8Bfi+Rt3biltWqWx8wpOrt3blP/+Nyu2t6YXWjJ2NnFlNUu2N294+8ukIkdKYdO6P3+eVtLKktct23EuQW8XqW0r3rywpKiZixqX7TiXpLeypWc2HrCmqfalFb695XhL2t7qRMm+lYq9q5T7ErIVW3dsX44qE+TFG7Rv6SVa5bLV7+ZIwOUFpwuCQSAwl6cb6+lBS11Ej8fjdXsACMpd3/vmhRjp9/spMUzdDurW3FLB3dsAfeedd5555hlK//T7/V1dXVqtdvDgwVTnbgBISkoKCwv75z//SeUY/1eodp8AgZ5LQxAE9b9R1zHUbz8QCHR1dYXeayHLlSCI9vb20EX0er1Op5NazYIK4F2+fJmg2qkSXhLvAtIFpAv8PtILgIMrEACf93xapmbsPHHmnkTZ0UR5bZKuOUpmjUYb5+UZYlRN8drWBQWmSEVDjKppodgcIbczCs8tklgWis00XVu41Do/38jQt4RLjJFSM3f7hTh140KxMVbdGKWwLSww0LRNMTJTREENT+tgKk3ReRVspZWe30TPtokkpuWoJT3XOPKldciwhUnZR5dKHCu1F1m5NYy8Go6kMTbTxMo1cGTm8Nz6xRIrQ3d2scQa+rAgz8jQnY2SNyyWWDnFH8eiTQvzTQzd2ViZlSGrWr/fkYK+S8/dydadiBYfeZG1BXl2PvL4VGTQ08igIcgjjyJPvogMHP/KqCmbo1gHM/PA5QWvH27ccF2/CkAEgPJmgQ8jMazHr4AHfLgXB4wE+PHHH6FHsvz0009ut5syXgHA7/e3t7eH0oZDH9xud+9Umaqqqra2NgBob2+nMoeXLFny9ddfU+5ISsz17dt3//79VMv5B6n9AULlUYQqxAAgVEJ2yyqk1PIS0JNxQRBESMbcXo5AodPZ5SEDPvCT4AZwAekCPAg+IP0QAHD/z9/h764DU5lo3h7aljdTtWZagTFeYY9BGxYWGGjaZrquZZHYGKdujFM3xqocCwsM1Gfqx/l5dTEKWxzaMHvrmcSdH8cpLItyq4Xbzy3Or43MrxHoHXGSGqaslqWoics+xZZWLNEZBcp6Rr45rfDjJSqzIPvkCoX5ufnZyPD5S6QneFm1y/QfMwpqaOKaBO05jryZKzVzZEauujki3xgnt8dIrTFSa5zcHpFvZGlauPqz8YqGGKlVUHyBoWqKLDBxdG00hT06u4YrqxPKTiWgZQx5tUBjSVXUvi7Q9HtBOD5iFfKnicjQsVPoW96I2bI6csWG2fQyRRF0dkO3G7q6gMCCQT8O4MVxPw7BXunyOBA+CPhIn9P1rw7xGIaFLnjve9G728eNGzduWQ8ndFt7p086nU5qkSnoSTD++uuvQ0LwQep98K/WhLfsoOR0KABBve8wDKMq5OG2AuHQiwJ6Jd/5g77AzWUd3QGsA3w3AAtS0deugBd8wQ9nsfe/zMhI2rJx55l1e87G59QJtI1cjY0urU8obk4obKLLDSJ9o0DvYMgMfF1D2s7zDIWRITOk7DjLU9tokro1f/4ioagxTlydUtrMV5vjck8v39W6cncLR3xmZak9Ga1KkJ5av9OySlctyju6XF+XVuyYt+bdJPRM1n7HMnnFqDkZyJNzF68sWr29Ze3eSzRJWZy0LKG4lS41CtXGdQc+pudX89W2pTvPc5RmjtK8dOd5vtoWX1Aj0jlYciNDWp9c3MJFLXH51SKdgy23JKjObTjwTSJq5UnqhZrmmKxaUb4l+62vsg9+Fb/+ANJv/IgXYzM0ddrtjfWFVcsnLCiXFYHbC9faIRjEfW4AIkCQrkAgFHvyBwP+YAADIgBYADCMuNlVj7rsv1n4F1JXqLtAeZapXRTdqdZlvZPsoecBCNWaUHtDRScPDH7fCBQJBAZEAIIBcJPgBtIP2M0IFAYAXgz+7pE9ORPdqFirOcTMOZWsb+FLKpeo6xKlFXzxmVS0NlFRJcg/nYzWJEorRLKK27dJyuoEZYVIVpYgPZUoPZEiPZEmP5GuOJ6Sd3iV8lha3qFV0iMxaeircetejlxFW11MyzmUur2CK90vlL6Vs980dBobGfUyV7wnSVvO01QzNSfi0I/iFGVMVSVPezpJWyaSlSVJK24fqcoaYf7pFHlVGlorKjiTJK1YqqoTiKt5kia2tI0rc3BlDVxpE0/SIipoERU0RW2oiFr7DtJ34phprPUaa0bG0VKBWjqDezJfA+0d4PdDMEAGvCQQPRkZNxlP3uyBQvgBCwD24DjG7xF+b8YDDgQGwQB4cfACiQFO9PRsIsAbBPMXb83mr2EkJ61VJMirOAo7T1Kboq4XSat54rIU1JCgqObllyehtSJptVBWefuWXVDGEZ/hycoEsjMJ0lMJkuMJ+R8m5B1ZKv9wScHh8CUq5KkFyGOzkH4vDhwXhfR/GRk+Z9ZK/Yb9FXzx3nUlZU/NTUVGvBi5Wc+SnqTLK+JVJ+NUJ+OV1XRFJUN+giX9SCivEMkqE6XVt2yXKOt5BWeS5bUpqjphQYVIVpmmMvLFtVxZA1vWxJI72PIGntQhkDQJC9oE4hahuu3V5NKw0a8/NmFhWu5pVGaQz12tf53lcpwHrxcCfsCDgPkDmP9XK6b0XMaHjP9v4e6sYIxh4MfBDyQBBACJAWBurwtcAfjO+9POj9ZHsjK3apeqauKktji5naVvoymbouU2tvYsTd0UI7UztC00ZVMc6rh9G6NsjNc0MXUtvKJWYWEjX2vjokaOvCq12BK56QjyWFS/6ctitrwnlFfMWr5nevJ2ZGIKMmAeI+ud7P0O9qYPHp+xKmwye8Hq3RypnaVoZeuaeEXNfP1Fnvo8R2FnycxMRQNN6aArmm7ZstVtMVIrE21ha1vjpA00pYOrPRcvt7GVVjZqYqFmNmriKwwimVkodXAUjuSdFxZufAsZ/syIF2aukh7XKsrfoq0rmh7euu9t6OyAoB/wIACGA4EBdHt9NxlPQk9u2U2t5iHj/5e4O1V/BAlBEoI3yx0giIOfJHHo9MA17PLBct6zkzS5+lTpGUHxxWhFE0N/MQZt2xSEygAAIABJREFUi5Q303Ufx6nPRciaaNoLMWjb7SNK1Rahao1QtUapWmLVjfEqBw21MBRGpsLAVtQjo7jI47SM/Z9GZJ1MKW1myGv5anPMllPI8NiBU5PXFxsz1NbHXlmLDJqVpKphFTQypOfoaDND1cJUfsySX2BJG+kSK03REou23T7o2guRsqZ49TmG7uMoeXMs2sbUX4xR2FkqA0tVQ9fUsVR1QkWVSF7Dl1vZSnsMWr84Zz8yaOjoqa+ulB3J3bz/MGNFydSZXx87Cd5uwPwQ9PqDHgwIrLeMD9WIAIEBhj1k/P8ad6vTKknVtAEG4AG/n9JwOj3QEfjm3VMbpr1WtC4/Ne8jOuqIl9m52ja6whEntXE0rUy0KVZiZatb6ArH7YOmdLD0bXRNU5zCEi2uiyuoYcpqhaghUVsfl/Uh8mhE+Pp31uxro+Wdisg8ypJWCdX1q0odz9PzkCcXLFMeW66oHD1nHfLIDL7suEDZxFK0xiutsXJznLSRKW3mKawC1MqSNzAVjtsHV90SL7Gy0SaeppUmtTEVDr62jS43sVQ1DE1lvKaOoa4TKSoT5FU8hZmB2mmF1tmbtiNPjhgz7eWV0oOq/Hf00xf/edZc+OknwLwQ9AAZwCnbNFQY2St7jAQCf8j4/wbuSt/JHqlFkuAHcILXDW4I+sAH0OGFf/xkyNwmpietLDi+MKeKLutZGVhqFKgdHNRGFxt46ga23MJSWG7fJu+8IChqYaHmeEkVQ1zBV9ak6Y2rtlufo0uQ0XRewclXU7ZnHvxk+U5HTPbJ9FL72t32hSuLkWEvi3L3C7e+8/S8DGRcROTmfcn6FoHuLFNjpaEmusLBRZsTtQ0p+gau3MSWW7hyyy1boaqBLjbwlTaB2sGSGNlyS4KmkSmr56hrmZraeK2FoTEnKKqT5bV8RSND1ZSw/9OFOQeQQYOfmDRps+64Pv891cQ5h15/A/7nb7jzOpB+gCAGmA8w//9j77zj3Kiuxa+QwksgJCGQ8pKQ8pKQB2kQSugGl+292OuGMabZ4O6t6trm3g1u2Lhge6v6aNTbatXL9r7qbbtWqy6d3x9aFwi8zzMPHH7g8zkf7ezM6M7M1VdX55577rmJhD8Unsf9ulEfT0A0dpv4/7N8wcTHry53E5lPTuYHmIDADMxCNAxBgOkA+AKybdtf+9OT67ENqURBBo5TWCPOxXMzsEgRRZRL4mdWsvMpwlw8N5vA/dfX/FpxNpmfhmUsKW9OK2vMrWxaSqCuotAfyiVgvv9MCYleTKTnVDbnEWjpFa152NZi3OX80hOYO//ryeJtVe+Kfv7UWsydD5ZQruTiuRl4URqRk0JEUvHCTLwgF8fOw7Py8GgunpuH437stYgkzKxkFxD4RRRRdiWSi+cupYizsUgOGc2g8FOqZRlkWTGeV4IV5uI1aSR96k7dC+UXMXf+8Ce//8t6QlPZa+/WPPCsce0m8I5BIgAQisQD/kTAFw1EAYLR2EeIjyer8uNjrrflM8gXT3xyjafo/A90CGAGQj4IAEQhEIJIHCZ9yGsbyh9ZWLXj5PKy1uIy/nKSIovATSHQs+vZGTWMVBwtr5qX5DuTiGYRkQIcUohF8vBoNoFbUCPOqxHmkNFcAiOPQCsi0ZeTGSuq6X9dWoP5yaICbENu+ZUCXHNWRcNSMquEwsjc9v5jy7CYXzyZs3E3/oT0B38uxtz3WBH2fC6Ok0OU5tQK8+rFBbXt+ZS2fCIvF8fMw6O5ePRfX4vIgsxKVgGRV0QRZlexc/Ho0mpRThWngCDMJkkX17SlVLcV4cVLseIcgiaNpFmEF7647cJjS9/5+0vL39p4cd87F3C/fgp6R2FuNuifiMWDyWnvkfm4jBtMmvg14uMJ+OqMBP275JbZ8Vfpj0ECoiGIzkE8BnGYDcBMhL5u+8ZfP3biTRJ5/YktW9pXlXakkwVP1zY8Qjn+eM2phfWtOTt5+URhWhV3yU7hIjKjuIK2FovmlbHzicJMAieLzMmv4RbV8ZfWcotq2IVEWj6++YX172J+8Nx/5xNX1zHyyi4sxTWkbz5djL2ytp71s+dfw9z54MrKU2vKL/zu6dcxP348Zf2hgio0Dy/NrxYV1MkKatT5ZHUOQZSDQwtIguSvTRYezcGhBdWirCokjyxYVivNxHFy8dwcIi+tjJGJ4yyrlRYTRMtKhSWk9hdqhc9Uo0VkWRFevATLza4RLCMzF288UdnSXXZEvCHv0NYn33G+fwWm7BD2X6P548kKvoCMHbflFq5Sf82mT8RjELfPjochDtEouGfExAPYRxZXP5dz6u0jZZvaVuzoyCAJXtrT+vT+80/ufP+52iup1ewckjitkp9WL1xMYhRU0lbjkbwydgFBmIZlpeGZGXhWJoGZRWBm4mnZ2JasqqYiEhXz8DLMA5mZOz5Yir9SWHERf95QQmx8cf17//G35fc+tvSNmiub69kPPLEO870/l1SezytjZ1cIM3CcDAIvAydPx8oyqgTpVew8siADixRUi7LwaBYeLagWZWCRPLKgsEacgUVyiLw8siCtkpWFR4tqJXk4fnGZsISkWFDDf5aC5lfLCgjiVCwrr4aVufXMK7tZC7FXst84fWpD05r7FsYkMgg4Ifb1XZLp3yK3lvjEtU5YPAbxeCwSHBuDQBSmI8bD5yr+vvDwK7Uby/gFle2FWLRkJ1pwiLW47srzuCuLiMwMijCtiruUKMzBslJIjKw6NKuSVYTn51MEORR+NombRUSyCUgOiV1IZhdRWMuqWWnbzmPuehbzh4J/rt77/LqDq8it/yipxfw6F/Pb3LQNB5eVnlpfw/z9s+sx3/tzwfbTJQRBIUGWTeJmErmZeFkWQZ5HkuRThJ9GfC6Jn/w+JMMNcoi85KFMHCe/VppCEi/CC/MpbfkEcVYlq4iCPL/lbEEtI5/UXEZoIS0orfh9RkShhtAExL7WK2jfevniiYfrrF+dsBxPQBzCYYjFIRYF36yvb/ByZfWG3z1OyNywoaolH89bVkpfS+K+sl+SQ2EtKmvJInAzycL0Ss5KvDC/Enm+mrVwNy8Nyyoi8IrrJPm1ohwSP4uIZhPQXBJaXMMrqePlVDaXne/6x6r9mF9mYX6airnzn5jvPI753jM/fnbz35buKjshL6k49waJ/ttnN2C+99fsTe+tokiWkhU5ZF4mEc0kSHKIssJqaXGd5NOIzyZwUyuY+RThsp3yHCIvl8TPpwiXVDIWkxhZO0VpRElalbSYpCjCi7MqWfkU3hvvd+VRmMsqzmG3H3/7N0s6q46AywthHyRud0ZvqdwS4mHeEg0BzAGEksRH4hCJQyKaiAQhHgF/aKqBj12yZn3Z8eWkplXbmtbsYK6pbcvHi3K3IatJsgICP6uCXUIQZ2K5T9dyXtgrWIJjFBDRHBI/k8hNq+KkVDBTK5jpVaxcPFpARNN3NKXvaHi5XriUyHx0+b4/5VIeKdnz6PJ9xXh0GYH9xh50LaVlQx3600fWYu7++yvVTUtxvDycMA3LWFJFW1LBTavkZxO4+SQ0j8y/CeKraAsprWm7eYvJkrQq+ctY5cpK6RIcO71O+PiGS8sJ7G2Ei29lvln2+3+6Dp4CfwDiyR79bbl1ciuiDJKehwRAEMAPEEwSPxeCQBgS0QREY/EghCNxkT73J39+65XyN6tOrim9XLi5dQWuraiirXgr/w2yajmWn1vOzidLFxH5T9XyF+wRLsEx8kloDomfRRJkEYSZeF4WjpdN4OYRePlEXj6Bk49jFmCZbxxQrq4TLCdx3j6szquk55SzC7FI+uYPVuGa3qRwfvbY65h7HsvbfmopjpePF2QRWRlEZgZekIUX5xD/J+I/0apJwzMXUVrS9iAvVYtTsNKXscrlVdLFOG5KvbRkv65ka0P91ve2PJl1aGEqeF0QCMWSfvfbcgvlFkSSJTMJQwIgBBAECCW9NLF43D8XDM3Gkv7LQAAGnWdf37HhhVzCpp2v4D9csqO5qFJZUq5ZtkXyJlG9uoKfW85Oq5M+XSN8uka4ZKc4DUsrICJ5JFEeRZpPaSuokRdWywsokkKyuIAkWPD2lTeOGFbUSHIrmZml1JRNDatqhS/XyXOq+MspshI8YzWBvo6E/uLJtzDf/8fTa+qWEriFZHF+DTe/jpdfI8+vluVTeAVkzqcR/4k91ywikkJuydyNLKzmLiQIisiKArwstVKUVS1fdUS39NWjZ5cR8b96ZE9+CkyNRJyOG/LR3JZbJF848dGrsa+x66m24lGIxyGWHDmPxIKQiEAwCGaX8vDpjX987OC6ivWUc4srGosrFSsqDAXbxKsJilWV/Jxy9pJ6+dM1oufJooxaaVYlrYiIZFQg6VWCbIIklyTLI0lyCKKsSl5GBVJEEj/31odZFezl1eK8Sk4RgVdE4GWXsVbvNqTvQAurmCuwtHUk3g//uhZz31MryVdyyuhZVUg2mZlTzc6hiLKJogwsM6OS+mnEF9dJM3GcbAI3h8hLKWdk4jjFddI8Mj8bR8uvQxfXsF4gszPrZJkkWWqlpJAkX7z+TE3lxSsL3jz023+AdwDCFgj4IBC7Tfwtli+c+DBA6MaFixOQgHgY4n6Iz0E8ClFIRCESgVAEQhGYCZxPyd/20HPbK47lVlzM2YzkbW9LLRMs36stIPLyifzUaumiankKWZ5FFBXiWEVYRloZK5/SlkOQZOFEy+rVeSTJklJ2Fk6QhxflEQR5yWXj8clXXj5eVERS51SKCrHICjxzDYHzwLObMfc9lbbpSG4FLQeH5lBYebWcvBpJDkmchedkVjGyCWgS66TmkvhJzcRximol2QRuehW7sEacS+KnVbKKyaLleP5SMrqopnnhPtazBEbuPk0aWZW2kb5l24c1RbhDv3lRuux1GB+JwQQkQnDbqrnl8sUSH7tuyUACrvvjwxCfhvg0xMPJFj8YgWAEYhEI+A898+LbP3uwanVlKaFh8x5N2nbO8qOmp8tpGdW8TAo/gyzNIMpz8NJ8vKgQxyrEsdYdMmZghflkeWG14qWtzGy8eO2hjuJaRR5edA36q+gL8vCSzMq2XKxsZa345Wp0RQXrvsfewPz4yZyyk6/skZXUyXIojDQ8NQ3LyyFKS+qkq/e2fRrxRbWSRTuoeWTBsp3yJWX0LDy6fLciuwxZUyVdWytfVN/4wr6mp/GNz1XSFlSiW3cpd79+vPrJFcq15eAch8hMDPyz/vGrY9G35dbJrSU+GWMTi0chPgHxiSTxsavEQwRifjCPhK8wcX/JpRRVv02ivlR55SUS81kCY3EtP7VGmEmW5uOkKyokKyoFBXhWNpFVVCMrrJZnYvkpZUhGFS8LJ8glipfWtecQRB/TPLwohyDJI2kyqyRFBLSExFqNR3/xzEbMfU+kbz26opZXSBZkEukpWGpqBS8TJy4kC5fVSrIJ3E8kPpvAzSMLcoi8LDya7Mhm4dFinPjl7bJXiLIXKB8uPNCQs5eZjm9Jw7XuOabas2DjngdThk9dgNkZCEYgGomAPwTB24EDt1huEfHzU+GvEp+A+DTEJ5PEJ6IQikAkAhABCEBwAmSqul+9eCJl26ZNh3PxZwt3srJ28hbV8RfVijPI0kKsZE2paE0ZLw+PpJOQ1ErW0rr2jCreou3Mwmp5DkG0eAcrufGvmk2QFtToM7CSXBx7KYGxmoT+6vktmJ88mbLpUAGekYtHM4n0dAIjAyvKwkpzccJc/Hy82r8Sn17FXrZTnoVHU8oZS+tleWTBkjJ6CVn+crlyFb5tMaVpYf3F7NoreeVnit8+in/rUNlvF3VU7IeJicTMGIQAIhCBoDfkid0ODru1civs+OtGfDKqLBYHiIcgPpckHqIQj0A8SXwIYBbGxtHs9RU//uf+bbveLD+4BnexpBpJqeW/VCdNrZbm4UVrSwVryrjZBCSFgqzYr8rEcgsokqV1bSllrFyicPU+bT752ooJoo8oQZqBU2TipMvqRCtr0GVVjPueeB1z3+M5ZSdW1vGLasW51ewsMiebIM8jqJdWK0vq2nLx/E8kvrBGvKSMnkcWLK2XpZQzsvDosp3yrApuYbkiv1ySR+ZmkK9kks6uw75Xu6YG/9wq1c4T4J2GaBQS86F1wdhcGEK32/hbLLfCVxO99k/s6loJ8fnYqej8HIhILJlVHiKhqA/8vk7KAeJ/PfHGQ8+WlWzbtuPU+np+WrXwpVpZarU0hyBaUcktqeJkEZE0MppL4WcTuPkUYWG1NJcozCOJCiiSHILgE4nPIkoyiaoMnLSQwiupYZfgGT95ej3m/ifSd7xbQGLlkvi5FE5utSCPpMojaPPxbfkE6acRnzRjckn8PLIg6Y/PIwuy8cKMMvHiLdyMcjQH17pu7xVs5f73Fq7Z/uMHYdYPiZB7YtoXjCcCABEAiMYgcpv4Wyy3gvj5Bv56ptw4xOIQiUMsHoWoH6LTEPFDBBIRiEYhGgnNjEF4Aia8lAf+fvTJkro3j6x4+2wmWfhSbVsGWZpNFGSQORkUdjKsYOH2luI6SSYOSSlnJBNpLNjanEOazx+fRfqoEiV5Nfo0rDAbxygi0VeRkV++uBHzk8cXbdqfWdmSgUWyiKxsMi+H0J6NVWVVSDPKeZ9GfFola/luRRYeXVJGX7ZTnkcWLNpBLaxtyyS1ZRJViyukGdtaNpLPv5P58ru/fOTC3/4Jc+6R+OQMQAgAEjA3HYBEHG6bNLdcbsUI1PVo7/m9V4mPxmMQ90N0EqL+pEEfjSdjwYNRL4S8HsoB1qK1mx5ZvpdAXYmjZ1L4uSR+Fom3pIazqJaTTuJmE7hr9+nyifxcEj+TiL5U2ppB4Czf1750lySLxM0gc1MpvFQKL50syCAJcgiibIIkndCWhhcX1giW1yLLcLT7nnodc//jGaXHX94rKa6TZJKQxVjW4kpxJk5VVKNbuduQhZdk4cU5BFEOQZBN5OWQ0VwSmk9CiinczApqPgkprBFkVrJy8dylNbIMHGcRAVn9rn5NveKVjRfr3jm0/aEX5c9lg0wOMGGB2cn5jgxAAnzTc7fb91svtyLKYP5P4oZdiWvTNyEK8TDEo8k4+jgkEjDlC0YhAuFpcHvGD5zZdt+jtYvWV5WdKtrx/hv7pQu2NaTW8NN3y57Y3pxGEKyuUeeVCzLxvCUk9KnyxhdJtILd/JwaZgaFnlLDfLGevaCeu7CWl04WFWIlhVj5S2WCjJq2op3S4mrOMiLtR0+8ivn+kwW4S0UU1tJdshQ88mwZI4UoSyG2LcZLCncZMwjqLLw6D6fIw0uySNwsCj2P1FpEbFxBbk7f/n4esemt4+r0spa0rdS0zYyUcuozuDNrjlE3487sfHVX/YP59Xf/VZ63FjxOAK8fphIQAIhfG4pO3I59v+VyqyLJ/neSAAhF54dpE1E/zM3CoFW5qYb0UHrlojeJG4+9sv1MTlXDS9iW53GMwoPqLIokq4L7cr06HYs+X9qas0uaVsN7obw5f6covZqdWs1JqeGkVHMzyNwcIrcIxyvECbKr5ekkSVolM6+y5bU65HcLN2LueTpz48nVtWjqjqYciiB/V/uCMiSVICreq0vBCbKI0myCNJsgySIJ0inc1Gp2BoWeTaalVF7JIbTmkOjF9bwsLLOIIly2U56Obync+8HyyrrDVUe3/Tl7zy9fgl4/OKZgzAkJbxQmojAThdBHpjjdJv7WypeLeAAIRxIxgBAkYhCHeBSCURj2qgmniXe9cOLZLXtwF1biP1ixH8nbyU0tpRWShWlkZAmBmU/klxAlhVhpHk6RSVQtwcqzCIp8rHxluWRNGe/lCvYKLC2P3JxFac0h8/KJ/IJKWklFwwYK7Y/PvYG564mid44vL29YgWcWE5ACIm8pRVxAEuTiOIUEZjGhMZ98ObW2eVEdfUkNd2GN6IVa+bN1ysWHuxfv0S/GywpqlTkU0Qvlzen7eDm7mtbij+zBH618bNk7P3nq8hs4cE6BbxaCUxCfisKMF/xeiMTghum/t4m/tfLlIj4BEIZ4GOLJRIrRGETmohACsEVc5eeq71tUn729/M09b+HOrcA1rKPwCyqQ3DrBi5W0YoJoDVmVu0VYUK4srutaXKnIxqsLqxQvl0leLeWtLWOvxLbmUBozqlvTcexigmA5nrMaS30T3/q7J9dhvvfkii1nV5Q2vlbLL8IiWaXMVbXypURh1g76impOIfnDnOoLKXUNi+roqRTeEor8uVrNU3WGZ3Z3PYltf6lUWkxWZeF4L277cN0R6VvkBuKGXVWLXl3z48dPL90G/njE64XpMQhNAfjnIGCHkB2iIQCIXo2+uG3K31r5chEfhvg0hPwQgShA8OqU8AjATAImw2Lswcq7/3Hy8XWntp3csP7IW1XNy8uZRVjR6npjXpk4dSOylNCej5WnlvGW7dZmE0XZREEegZeP5xXiufkETg6JnUXiZhIkuQRZAZa/tIq1jsz57dObMd9bkL/5w9fqpTllrAK8tICsWLiVnV0lenmXPpcsSKlhLqmlp1azs0jcfLwoBy9fQlYurFa+hJOlVYpK8PI1ZGnO1qa1ZS01VZx3nisj/Lag/D+fh5EZ8PrikzMQjwJEohDxQWQComMQnwDwJX00yZCj28TfWvnSET8BwVkIQmR+8ghEwD8bjcYSs6EZ8Pl6N+8WpW7c9eQre1fvevOVvesJzFVkxVKKNrtSkradk1XBzcGheWT+0l2SDAo7ncJJreZe9dWIsoiSLKJ0caU4h6QspsiXEviriJyfPvEO5q6XCkpbXq6TF5GkWXhJWpV4SbkgEycurlUW16nSyaJ0sigPLy2qkhdWKQqrFHk4RR5OvqpGXVTFXUXklO+XbNx6rnTt4YpFlYSHX77y2CvQ7YPJubnADEB8LuiPQTwEcR/ANIAPwAcwAeCHq2Glt4m/tfLlIj4G8dlEYDI0nQjF5mdMTUEAYAbifgjEwQcBv69FsPs/F1949p19r9S/uen48j2SZ3Boeo2oqF6yePvlHFzLyv38DHJjam3rklr6khrOkmpBCkWaSlKmEzTpBM2CCnFWdVtRnbyIzCshse59Yj3m+y/mV1DzCZxVezUZeNGCHUjBTlUuRZpazl6zU7OiXPHyDvWa7bqVpbocrCGvSrdmu3rdNvmKUjS/rDGj/DhuX8PuteS651eWP/SS49CHoDHD8DgEQ3OhGeuUey7ZC4f5fmoUwAfgAZjPRB69bcffavlyEQ8AsUg0kZxCEp2fMRWCuDU+6YBpHwQmZl0wMQ1t1g+eXPXW7xe+nvbm69vOrKlmLiW25OEvL99FL6xpzsBeyK+hZlFoqTXMhbXcF2tFC2rlL1YrF5F1S8jqjDpFOlmQUknLqmp+ZRfn14u3Yn70/OJNZ4qr2Rk4el6NsHC3PJOI5lK4JfXC/ErOyjLly9sNq3YYlpXrsnGaHLzi5TLJW9vZq994v3ono3zHoeoNROwzOWUPPrbp4Ydg0gseL/hmIRIIRmb9EPclvZB+gABACBKJZI4qmE4aNrdxv+XyJSM+ftV2T7aKsQjEQwChOQh5IWKHuSDEIR6HQBSGHNy3Kjfc+1fsI8tIeVW4bUd37Lq0cPPeTNL5lXXM7G2Xl+P5eQTBYztan6wV/r2G9/xh1Qu75AtrRCkUJBXfnEtsya44v3Yn9Xepb2Pu+lsR9nzK1lPpVR+W7OFlk2mrDwpzCY152A9zq1ry8e355K50snYhVpRWxc4m0tJIF3K3HCBuPrK/oGzfn3IPPpQqIdaDywwRL0RcAFMAsxAPAIT8EPcnHyoAMAswBzGAuavLPCVnxtxm/hbLl4z469FmyeSsfoBZAH8YQhMQmwSYTiRmY9EoRCHqB7V6fP8JB/5k3V+zS58vwb2K37J5//qyE29XXtpAZBVvblxBERfsli/cKXhht2DBHsETFc05e8UFe0XPbTuXgW/MKP+gmPjhPU8sx3z/kXzsuXxSYz6Zmo5vXrD9fF41LaX07OpdtOU7ked20NPrlFkH2tOr6csqzr2BP/0W8cDmbdiDb+yofHjB8T8t8lafALMDAjMwNwUQ8IPfB/4YBBIQCUE8CvMhodfa+BjMWziJ28T/O+TLRXxyeYxEPOm5iwDMhmAmDLNhCM3MBaIA/ngyf18UYBYibnANgWsK2Nq9D6URfvFi1W8yjuXhq1/dt33bydfwH6ZvP7VqJ3sphV6Eo62s5uRVUtMraNm1khex7GX72zLxrbmE5nuf34D5TXZq+eX8Gm7RHmkaGc2s4RfvFqVWNhaTaSllFwv3CNKqqenEc2urT5PwB/e9tqP++YyqP/5lw28fuLjxDa9WChE/hAD8AFMAfghBfAJCExDxQxTi8Wuxo8lu6vW0hBFIhtP9u6v8aydfLuKT0cWJ+XjaSAL8IZgNQSAG0ch0GCIQSyRNgngIpgDcELTA3CwMe8Aa6d6459ILa7F/SHnrkexFDy4s3bxr07YDBNyFyu3nKrZ+uGnTxQ3lzWtxzGKCoKhG9vJOWSGWWlzW9NN/bsD8aGH6pgtFeHYRWbBg45X0MmrG9oZVJNYqXMtb1bRV2957Y/uRLZvqtr+8tSpref0L6cceffbgX/8B43YIumMwNZmYnfcszQCMQxBgAqKTEA9CfD78OTafYjYIAPGrA0+R6ymXb8utlC8X8fNWTRzCAMH55NHRBMTnQQkDRCEBEIBwEAJBmArDTDwWBH8AZvwwFwJfoLq4pC5/uaL+6Cs/+/PuZ5a9u2D9mVzi+dfeq1t5ELfhdCW29R0ssqVGvG5b09vlTVvKm/786DoM5tE3t1+uqBcRD2jW45BNRM6b264Q6jivvnZ0V+WZ3avKPijecOrxgvpfPH3yuaKBvWdA1QH9IxAIRgOzc5FAFOatlEgcAgCTADM3TnGMw9WZAPFEshMSi1/PwnnbV3PL5ctGfByiUYhH5yDuu+bNiF91Xfs5GxwLAAAgAElEQVTjEIdoNByCSBAiAQiGIBSFaDgamA1MhSJTTnMXRGbA7QTXODAlwldK6//wUs2DaW//8sWdKe/sW0la8eSq19LLcK8fKV9VX7miet/bB0seL/nTdx6uWE7ZXETcuelU+erd7+TjtuRXvbX4rdRfv7Dh8azNf3y86lcPH39wgWZVKTRJwRuBuRua56sBv1GI+yDugdB8PPC1FA4QD0I0mFwiJRkRnbg6t/V2XM2/Q75sxEchPguJ2QRE59v0xFUbIAKRUDgWD8YhmIBIAuKRSCwaDMQnPRCdgfAkgB/AH5rxwJwPwiEIhMA7CbOBuL6rLqNg54uZhD/9k/LQs/WPp2Effp7ytxe2/eK/9/z9mRwMZiEGU/rAn0t/9+iZzNXVjyx8877ff5C2tOqBP73/zAL2qldgbBY8szA1B4EoBAAmgjAZhBBAAGAuAaEYRKMJCE6EvGMxTxBCMbg28eVaFuykcXO19woRSMSvZe/56iz//v+J3DTx/5o49XPUq054P1xd5DF8PSMxxAB8wZnYVdyv9gIDEJ2FuB8Sc4HgTOJqpvpA0AcQgUQoMeGESS9MTiAbNvnPXADnuA5Lbt9Rgb66rn3TxlXfvAP/xz+otm2Xbt4ODPbU6fMmAgXMFu+B/TDYDW47jFghCjGA6Uh4fMY/b3cl0Z2LgS8Ac7PRxFwYAiHwhyEyv8zBtcY7kXQ6JaEPXculn3RT+q/aNV9kld6Wj8jNEX8t41L4ulP5evalj+n/fPTTNHHD9MD5EhLzTr3ov5Q5H3Y7n3/9k0sDiEMsDtEohKIQjEAoCjN+CEbANwfB0CkyZdFDD4fNNgiEIRCCYBT8QZiYhkAQfDMQDl01Wuaf9/oKTTcwFZs/4fqiZZ/4RB+rnGRYzWeooputz49EJn+Sfq2+IZ+d+I/x92mf6xf6cX5m9YfCkQTEAIRS2Xe/f4/WaIoBBKOxG+85FIv/2+/z88H9fyD+6sd6m/hPlX+pmvjnrDf9s31z5UcjoempCYB4JBwEiH8Dgzl/7mww4A/MzcaiYYB4PBaJxyIAcUjEPv+nu8X6P9VY9AZNrlDytRgO+ww912RVRq+ap0n/QwQS0asbV/UjR/+XGp3XePx/+/qv1/0fNR7yJzeiAd/c9PiB3XV/+dPvx122a/shGoR4GBKRRHjuJm/+S6jRG74ANyIeuaFrEbruHPga5Ei7WeLjkIhAIvQJGv+U/Terydw18ej/9vVmyw/Phn3jEAtAIgSxgL5dct/373SZByDiT+6BeBASIYjOxeamPp8n+vfqPMfRG7C+xnrgo+r/OgTsfwbiQxAPQDzwcUaTjcr/kft5jm9Kb/KKsfk7j81NdWja7voW5sLpdwc6dfTGi2HfOCRCEPHPQ58IXd/4/1UjNxAfBYgkbtCPQp90kQW+8glF/i9t/DUj5KrJeN18jN6g8ZvUm/XA3Wz58fCc324ehUT8J/f+6JsYTFZa6j3f++6JY0eDsz5IxGOhIEQjyTPj4dBnKP/LpfMfysdcC/EYxBMQTVxv8q8NF9xu4z8iN9B8tR4/0UVwrQ/0hTqbP4PO+kMJgGgMQuF4/8AIBvMtDOZb3/7O9+YCkQTAXCAST+YUiUFyz1dGY1fb+Y95lhMAH7V5bhP/SZLMOJCcnTwVhjmAiTDMAcwll76JQwAgDDDhj/njEASYjcNUGIIA/gQEAIIwvx0EmIlCEK7vDAK4ZuLJjdn4/NHJEMxEwReDIMB05Pr5U2HwzMYDN5QWALBNBIMwf7J9MjQegCDARBCSO2eiMAeQ3BkAwNxx9zfuuv9XDz4yEZy/1rVbmgzNXy55xeQlpiMwGwd/Ajyz8Ws3c+3qyWccD8zXw1T4+iMEAeau3pU/MX/+tTcmi/LFrj/F7KfX2403mTx/br7eoslDvtj8u6ZDMBuEKEA0Ad7pRHKUdzII0xEIAXhmYmGAYAQSAJCAeDjykbbqKyqfxTsZA/AFwB+H8RAMukMzVyf1mOdgCmASYDIBfoCZOMwBuEMwAzAWhZnkhLcI+ADc4fn9PoB+b8Qbmd92BGAiNr/tCoEPYCwGUwmYgfn90wDOIPgAJgHGr5bZ5wn7AGYA7P75PcOTieSeaYCxGCS3kzoRhxkAdwjG4+ADWFi4DvMfPzOYp6/d2wyA1QczMP8sjrnr750BsM/B1A3/TgF4o9evOwWQnM/qCsIMgCcM9rn5Ml3B+XmuUwCTifm3u8PzdTKZAGcQkvWQLP/T6u3atfo84WtHvVG49rzXrjidNMzjMBOAYAJ8EZgDmI6BH8CXmG+e7GPRuSjEAGamQ0F/9CuPO3yGEahgBMIAU0GYA9h9svEsXfFqxQEvgMoWe5N88uAVyb5LgtLdZ80+cAbh1e21e88hW+tPV+w7bw3BqB9K93ywY9eZutP0bfWnpX0TvePwbrOUeLRh+64ze88hrW0DkwC1pxiEw411p5nley40ywbsITjeqqh+j1p3mrnrffb7TE2XGxgqM/FI09vk43s/QGtOUodmQNY/Wbr7LPFYI/ndJtzhy0Mz0DcJlfsvEI81ko414o9cGfVDpyexrf40+b1m0rHG5Ls63PGnsl+tf5+xtmxPzUmq3hbqm4SDH/IIRxtIxxrr32dwdNYOd/zQJX79+wzKe827zrKobQMD03CKpsAeurSp+jj+yJVmae+QDy6g+h27zyavVXOitWccFIPTlOMtxKMNlOMt+MOXPQA8o2Nr/ekjV4QV+y9UHbg4AdDlSWwgHTt8WbD3PGdzzYkhH7hi8GrFvk+rt4p955Ujs4PTcLxVTjhyZXPtyfrT9CuirkmAutP0ulO0PeeQbfWnL/KMthCcZ2mq6s68f1G0+yj12AcC1xwIdd7SmnO4fQ3VR1r2nKSPByEEEIlDLAGJ2Fe/gYfPQLw/BO7paBDAPBHfSDyy/yK/7gNu6RHq5n0N1eeEtR8IXyMdJ7zbeqxJVnXg4t5zCOnd1l3nuLijzXVnEPyxlspDDYcapGX7L1WfYu69KKg/y9m66xzh3day/ZdK931YfqChdN9lwru0mtNoxcFG8gl26b7LVYdbq0+xa06jlJMs/DF66b7Lu8+LCO/S8Mfo9We5ey4I8cda9l4UVB5qKNt/adc5buWhBuJ71F3nuNWnmNgjTTWnWcT3qMT3qPsviYjvUevOIJSTDPIJ+ub6szWnWQcui7fvuVC2/1LdGaTqcGPNadaeC/yqw407P0BxR5vL9l/atvv8oQZpxcErey7wKw814I+1lB+4vOsct+LgFdzRZuJ7VMK7rVWHGw9ekVSfYtadQZL3UHW4cf8lEfkEHXukqe4MgjvaXH+WU7rvQ8K7rTs/QKsON1Yeaqg5zSIdpyUvWncGeZP4XvmBy4capPhjLbvP8wifUm+Uk4w9F/h1Z5Ctu84R36OWH7hctv9SxcEr+GMtuKPNVYcbt+0+X3+WQ3yPijvajD/StPNd+q6jNMrBlqo9DfvPScnvsinvIXvPSepPojtqz24jH+8c8dnHolGAWAwi4S8Isy+R3DTxMQDPdCQIYByeOHCO3SIfYhnH+AMBpmmK3e1r1XloWpekf1bWP83RWRnKYcTguiQZYOickkE/p2OMqrZR1bZWlVXU76NrHZJBv6jfx9S7LksH+T1Twr4ZyWCgRWlrVTob5KMMrZdl8Ir6AnSti2Oa+lA82Kp00rUucX9QNhwS9s6dYBpOI0bE5OV1T/J7pkT9vibF6CXJgKB3WtTva2wbQTvHmXoXVW0T9E4jJi9T72puN/O6J5sUoyyD2+iFVpVVMujndU+eRoxMvUvU7xP1+xCTFzF5zwt60M5x8cAsQ+ekaezCvpkPeF3SoTmm3sXvmUI7x1kG9zl+N6djDDF52UYPQ+ekqm1n0A5u14Sgd5rXPUnXOoR9MzSN/bJ0UDwwy+ueZBncNI29sW3ksnSQbfRoncDvmWIbPXStg6l3cbsmRP0+tHO8RWlhGz2fWG/JAiWDfmHfDMvgviIbSj5s8hy0c5yqtrUoLY1tI4LeaUHnmKRjvFXUz263sTVuSV9QMhDmd/uP0QzvI92ywbnL3I6DZxlBgHFfwh/8OjTxN098IJwIx2E2CoWvbDl8gdM9Bi1KG7Nj8qLUTDdMsLummQZvk3yIqbaITK4LqF7YNU7XOkS9M3Sto7Xdwu+ZYuvdiMnL75q8IOxl690sg7u5bZSqtrWPhmkaO1PrZhm8qHGKpnFK+oJs4xhbN842jrW02ZvbrTo7SIeCjVJLY5u5fSTO1Hs6vCDsm2mUDTP1rhaF+ZJkQNQ7g3aOIwYPYvI2t40iJi/H6KVrHcKe6RalpUE6JB2a4xi9rSprk3zkkmSAqXWyDG6ayiYZ9LP17sa2EZbOxe+ZapQN61wgHwqcF/RwO8alQ3OXxQNqe5ytd7eqrC0KM8vgbpKP6FygGAnRNPZkOdIBP8vgpiqt3K4Jls5F09gbpEMaR6K5bVTQO50sHzWNcbsmaCpb8ihd6+B2jLONniuSQaraxuuceJ9j4ndNfmK9SQf8V2RDyfOb5CPN7WbpgL9BPszrnGDqXTSVrUkx2jYcFPbNcIxeqtLcLBlQ9s8a7MDWe9mmySsKe4tmjNUxLRoO83umLgu7M1dtGh4LhQBCcQh9DZYevOme61wgEgOYjYBnFiiHzyNaC2oaa1W7+AOBD+XmVrVLMuiX9U+zlSN0Wa9yYJKlsnCMbp7JQ1WaWRobavIw1Va62srv8La2jwq7xplaO0tjQwwutTnEMXoZSpuge0rQMdWiMMv65phaJ0vtEvXOcA3jTfIRnnECMXgQrYepdUp6ZlvbLXzT+AV+V2vbsKh3CtE5eJ1jypFAo2wQ0TkuiXrbBmdZOoeoe0JtjXzI76KrreKeyfO8TqbaqrKEeSYPt8PLM3mYWjtH7+R3jbO19tb2UYbKwu8ab5IOiPumxT2TDdIBnsmDmjytbcOC7gmO3snQ2NqH50S9U3Slmd81Tleam+RDTdIBls7R2jasGAkgOkdr+2iLfAgxuFCDCzV56EozS+fgmTxsvTNZDzyTp0UxIuqeaJAO0JVmcd902+AsTWVpEPdJB3xMtfUT6w3ROZrkQzyTh6GxsbV2bodXZ4vyu8Zb24aFPZOy/hmayiLumWxRjDBUFsWQX9TtvSTo4HWO8XumGlWORp1bZImfb7PQTF7piL/mDFVvmZpOwEQo4Y/B18GSv3nvZALmQvEwwIDTj917RmDy8LsmW5Q2TufkJckQt2O8WTZIaxtWD/l4Oouib5IqHxL3TNLaR5lqK7/DS1eamWorQ2VhaWwMlQXROaiKEY7e2SIfQnQOfoeXo3c2SQfE3dP8Dm+rfLRJMiTt9SFaF6J10VQ2VO+hqWyIwXNFMsjQOCQ9M4jG3iobFHZ4mUozVT4k7plADU6GyowanO3D/g/5na1tQzyTmyofFndNoAZXs2yQqjRL+mfYWjtDZWmU9Ak6vUy1BTU4mWoL1+gSdY+zNFZBz/gVad8VSX9ru4WldrHUDlrbCFNpbpH1MZVmttbG0lib5EMsnYPb4WXpHLL+mSZpP1NtuSzsaRucbZT0S/umJL2TLfJBhsrM0liFXWPJuxL3TCA6O11p5hrdye9Ys2yQZ/I0iHtZGqtyZI7WPiLrn25tGxL3TNDaR5hqC7fDS1Wa6WorTWVBDS621o4aXFTFCKJzNEkHmGoranBxje5GSb+wa5xn8lAVIy3yIVn/DFtra2ob5JhcTLXlsriPP+C7rLRcbrfLrAlmhxfp8R5nabCHL05fjVsOxxO3if+4hMLxcAJ8MVi7lbz7DMLrnGhVOgU9fn7XJNfoZqksjLZBmmKQpR7lmFz87jGqYpilsvAMLlHnmKhzjGdwsVQWWtswqnOw1VZx17i4a5yuGGG0j/KNbtTgRA1O6eAMTWW5JO7hGN1svZOqNMuH/EytnWVwMrVOmsaOmLxJu7xRNqjq94kNTlQ9IjLaZd0ersHKMVjYulGOwcLrsPNNTo7OSm8fYipG+HqntGdS0D3RqjLTtBaOycXS27mdLn63p1U5RNMMMXQjiMmKdtrRDifbZKfrzFS1hd/t5xhmTHagyQY5qmGBfoSl6JP0uDT20GV5f4vOelkx0qoyM7RW1cgstW2gVTmCdrgRo5NtsEl6x3kmJ0M5yNGZUb0F1Vs4ehtHb2MbbGyDg21wsIwOcd80TWVplA8gOitdOawamRF2OhWD4xzdCFMzzNKOcEwO0cCUaHCa3e2l6Wwc/SfUG1fv5Oqdbf0zTKW5QdjDM7hQnYPRPqoY8iMmb2u7haexoyozp9Mt6J+hKV1UpR3pcNBNjjNiy/JtBz2BRCgWDUa/Ft6am7bjEwCzEQgCeKPwDuUkTeM0uOEEzSjunhZ2eAU6O1dr5mqtqMHO7RoT9E4yVGa22srVO/lGd/KzYautTKWZZ3Cx1VaBySPqHGMqzcltRGPj6B3C3gm6xpJsnNgGB11tFfdNU9UWttGV7CAyjW60e4Jl8lAVI3yNlSXuQuS92sFJRa+nQaBvkXVJ+twcwyhqNPOMNlRv4ajNHLVZoHMKTB7U5KHr7Uy9g21ysg0OjsmBdjiTrHM6LNwuG6/bzu12ol0OpMPGNjlb2z1MzYS0c4Yq7tf0eUS6gUuIQtxpVVpnaTorzeSkmdx0vR3tcLcPzSDaUbrGgnZ52AYbU2cRdnm4JhtTNcQ1XCXeYOEYLGzDPPQso4PXMyYb8p1mq7kmm6jLdZIqaRv0oIZhhqqX1t7dquihqgfpBgujw8nsdLNMLq7xk+sN1Tkk3RMslaVVNpgknqWySPummQYvVWmV6FxCtRkx2rk94wyFk6V0crscjA5n1WmZYCAWTA5AxSH0FY+pAfhsxPvC4E/A4Hii5iSD1z39AbdfPhhha5yIxoaqzIhqGFGNsjRmhs7O0NnZWhtHa+do7ajOgeocyW1EYxN1jrFUFlTn4Bvdya9E0jJha21co4ultzO0Vo7JhRidLL2d2+lpaR9GjE5u1xjL4GTo7Gyji210MVRmgWrU0OuV6c0C9SBXMyjvdYq6HJcFeo7BgujNiM6KGuzJLxtP62SrbQyNg9Ph4RjdbIMDMTpZeitTZ0E77SyDmakfZehG6NphunaYrhth6EeZBjtqnLrI7ecorahyWKIbVvdY1QMunn6Ia7LQdeYWnZVh8rQoRxGdnau1IqphRGfnd48hOjtdOcwzOTl6G0s9Kux0onobqrdx5tWRbOPZBhtLb+V12IXdDqqii2caVQ56OJp+Zns3Tz/E0Q+xtEOtqoGm9oFm1QjVYEc6PcKuT643RGPjGVwcrZ2ttvIMLq7eydHa+R1eqsZJVVrbTGNirZWlt7I73AyFE9V60U47o8N5jDOyeW/rVARiiWgoBrEviLIvk3wW4sMA4wEoer383eY2lS3R1GYX9wY4OjdX7xTqHUKjXWh0co0OttHFMjhRgxPVORCNja22stXWZGvE1Tsl3RPJJir5OQlMHmGHl9Y2zNbaEJ2dbXBwTK6kIkYn2+BolA9wTC5h7wTS4aKrrQy9ja13IlpL58g0i68/e4WLtnXzNIMsRQ+9rUfa6+YYLCztCEtj5hodSRuAq3HQ2kZa2y38rsmk8c0xuukaC1U1Kujx8rs9aKedbbQwdCMM3QjbaEE77fxuT4tsRGAaN44GUEXvB43IZTqfozCgml6OboTf7WEanaLBWYbGJuocQ1VmocHGMzpE3eNsrY2qGObobYjOytaYxd1eVOe4kfiramuUdgi7rIhuwGibocoNu05dfvcKa2Q6Ju+xtvU5Zf0ufqeDrhltUY3QdA5Oh0fcM/mJ9YZobMlmhWdwJZWrd3L0zhaVnaayKbsmpXo7Q2tmGBz0NgdPP54k/mL7xJJXazz+SCQWDl5N+PnVlpsmPp6AMMDYHPS4wpTjNFG/X9QXbJbbPj/iLYjOytHbuEZHUlGDnaO3Ncv6uEaHuGeMY3Iw1RamzsLRO1DNaHrBuh///EEM5oe//MNjm7B7VP2etj6PuNvJMVhYGnPyh0LUPSHqnuBoXbQ2M01hEXZO8k3jiM7BNbqZaitVaRb0jPO7x9AOJ0dvY2nMLI2Zo7fxOuzCLg9dMWKwBKvqT977wJ/v+elv7r7/l488s4ir7OTqhkTdXrbRJRn0szQ2SecYVzUiNtgFBoe4axzR2JJ9lWSjK+4aR3XO5K/cR1Rv4ZlG2/rtLFXH8rdL7/2vv2C+/YNv3PvLt3F1fG2/tMPS3ueW93h5JidTZ2PpXByj+/MintftZHa6iOeUrA5/0qqJJCD8NUD+s7Tx/uh8Bi7Su63crqkPRSPi3sDnZ9VYuEYHorMmm2fUYEd0Vn6Hi6oYRA12QaebY7AgWgtqtHINdkQ58EJK4a59Jyg7j37rnv/E3PVzqtigGvA2Cg2o3oborCy9HTE6eSYPz+RBdW622sFWO/jGMZ7By9G5UYML0TmYWjtq8rB0DqbOxtJYmepRpnqUrRlBtKMcnZmvt/J1wxU1hwtXv1mKq3nmpVTMHd99p5IiMpo5OitDY0NNHpbCLNA5xRoLXzXE01glnWNcrX2+L65zsFRWYccYqnNeVQeqc/Dm1SIwDVFlakX/6GOLM7NXrSPsO/rDX/3h7v/8L4ZIg8i7+NohkdHONzlRg4ujc3N0blHn+Odi1SSJ30/r3X1Z7b9qx38NgP+sdnwQoPC1stpTTFG/n9vpY6g9n1/P1SbuGWOqR1vk/Vyjg6O3sdTDsr4xpmqIa7ByDVZEO8zTWYSddr7eymrr1neZYwDTQXh+Sd4Pf/4nvqpfoBumyrpQvQ012JN9X5bGxtLYUINLYPIKDR5UbedqHFy9i6Nzcw1e1DTG0DgQg4djdPM7PIJOt7DTLTI5BAabQG9W9nvYik6uXD/snIgCvH/+0vfv++WK1zYZzdNcrZlrdHGNbr7WKTW5Tf2TYs0oqhwVG118rQPV2CQd4wK9m6m0cfUeVOdGdU6e1snTOnk6B1/r4GttfN2oot8s6+5ntWvknX1zAN5g/J8L0zDfvEui6RWq+/iqAZ56lKdzcPUuRONkqew8g/vz6rkyO10NWt9zy7Hu2XAkFr5tx3+CJACCoVgYYDYOqHqIcLSZZfAKewMMtUfYOckzuDjKUUZbP6NtkKkeRUxuXvf4TXknuXonarDLB6YYqpEroi6u0cExWBjKwfahKUQ7ytOPotphRN0vNFjk3Q6hYZQpNQyMeBQqY2Mr5w9/+efv/vxP4/AETz0s6XShehvP5OSZ3IjOTmsfobWPoAantGdS1jnOVoxylBaB3s3ROvimcX7XZGu7haayMTQ21ODkm5xCo12gN6PqIY6yjy41aPqtmp4hsVKj7+h+/a2NmG/c+d7Zxh6bnybrRTQ2WtsIR2kRqq1dQzM8WQ8qHxAbnEKdna91yHsmhQYPo93K0bpQnRvVua/hLtDaBFqbSDvMURmlXT1clbbTYhcotWKN4e6f/urvTy8cdEwZBj1tRqtAa+FrHTytk6V0UuWjqM55U95Jtmm8td0iVNv5yhG0wynon2K2uxgKO6/byepy110xnBdbr1k10a+8b/IzEB+OJMIAQQBHAEr3XGhV2Zm6cWG3n6NzozoHX2vj6618vZ2jt7EMTpbBydE7klYmV++kK0aS9DPaRxGN7RP1iqiLpTEzVCO09qFWeS+1rU/c4VQPT+otPtWAl6XoQTX9ih5nh3WGpxmQ6gfYXJm0Tbu1lHDH9+4/dLLBPgPstj6+3srWmJvEfTyDSzHgo7UNs9Sje8+xXt5Sc5GpkhhdEqOLIRtqH/TT2keTQ1qi3pm24TmdLcJUjQj0ZqS9V6AbYstNHeYxualf2K4ddXkPHn3vnh/9pGTV6xaP3zyRaBX1tEr6uRoHUz4s0dlMfWM8aZdcO8oSdwlUo4himKu2ybomm8SDTKWN0W4Vd03xtM4P2QZO+0jHiJ/fPtjeaRMbenhqHU+lRdvVEq1xC5Z4x133Hjh+bjwAcuMIR9YtMTqEeheitCJqN6JxfnJ/QOcQd42z1dbkdrLCxV3jqMFF07oYGgdfaeUrRxhaM01nY6s8bJWL02GjGmwHGf2HqR1BgEgsHAMIhL/6yH9GX40/Aas2EneeQQweaFW6uKZpmsLCVJpRlTlp1bA0Zqra0qIc5Xd4kiaNwOTh6p08g0vY4eXqnQKT5xOVqR4V94w1Snq4JpvREeKbrIh6MGvNpsXFr1cfOa8dGhPrB6sPfvBUSmHm8je6Rz3G3tEqYi3mG3dtrayZA7jEbFN0e+nSfp7OoRjwUeVDHLVZ3OHkG8wLC1/H3PWLg+/T2rtcbSYXV20RGFyIxs5QWdh698ErsoUlWzLW7LiIaBQ9TmW3gy03bcLV/+25JbWHT3YNW5tZnP/81e/u/9mv3ONBs3tOZrSp+qcRlaW9f4atGBZpR429HqVhtGd4ytDr7Rzx6fqnTJYQX++U9kxJuqe5eg/f6KFKB8RGVxNH/9gLBQePN9G4qicWZ5a8+Y6mb8Q0Yt955MS3fnD/65tKzR5fu2lYpOkXqYdEehtPkzTDPByt69OIT7oHklV9rQvL1tqRjgnUNCbVu6V6O9rhRDo9fMMU3zCBmKxIj/cE35r7zv5R73QC4hMz/ttWzcclSXwwAVNhEBospHdbBb0+ln6CpR1DtC6u3ikyOMUdTnGHm2dyso0upt7B0li5emfSV5PsuSY7Xp+mHL2NZ3IyVUOo3qId8aHaYYHenFryFuabP/7VX54VavuVXeY/PfYS5o57yqsPuGaim0rx3777PtKuw7NxsE4m+KqB9p4xjnKUJhts651qFnXzdRZFt1s7NPZSzsuYb/7oYovI4o3qB8fbezw8jZWrdyaDHd5rUdzxs79hvvNzwqHzmkGvpt/ejEj+8OjTmG/fU3/sjGnI+tSCJS8tzhwYtludvu6hcU5bn7xnnKk0K4f8YpODKekoWbvloY8Jd1AAACAASURBVEdf+P2fn3rsmYxnFxf/92NLHn465+HnCk60tOutUabSQleMSjo9moGp7YSDmG/cu25D1bd/8Is7738A8627GVLVvpPnMXfctfbtHUEA53SEzlequh2moUmpycnX2vg6F6JxMpW2TyOe0T6apJxvdIu7xvlGN0tlYWlsdJ2bqXUKVDaBapSps9D1dkTtRdRuQa+b1eU+QO87hQ4Gb/dcP02u+Wp8MZgBqDp4pUVp45imk8RztPYbfTVMvYOpd9DaR7h6J1Npvma7U+VDSZfCJyrX6KC1DyW7qjR5N0PRK9CP0CRGzA8ewHzrR+XVB46cbcLccc8f//60dTzAlWkxd/4Qc8dda98uLVzz9rNpy/ecbBHo7GzFsNjoQVVmkdGuG5pq77LrB5zL123EfOeHF5pQY6+Lq+gR60YEeitV2sdUmmX90/wOz3P5b2C+df9zOaukxsH2rqEDx89+7/5f/PZvT+uHXGvfLsXc8d0Hfvcwpe5Q8cr1K18rbe8Zo8kGUZ1T2OGVdDh5yr7HX8j45t33Y75x153f//nd9/0Wc8e9mO/8/P4/Pr3/A1TWO8VUWqRd44hyiKsaouw/c+cPfonB3H3H9+4veOVt0sH3R8aDmO//DPPd+9/cil+2duOS3JVHTjexJCahZogh7WUrR3gGF6pz842eTyOeqTQLTJ5kmyLuGk+ajhy9k6px0tV2XruF1z5M14xStVaW0s1SOmXDkzSjvfpD7aFWky8O076p5Bzlr7x8Rn98EOD1sp07zyCy4RBV5eZ3+gQdE1y9E2kfocv76PIBhmqEbXRxu8YQnV3cNZ5s5kWdY0mfmrDDm3Td/KvyjA5Jz5igw8Ez2ljKflQ7TJN29LoCz6Quw/zHT37x4D/+9Oiz3/jufe9forqmw+990LAkt+T+3z3816eX/P35jP96dHHl7jPDE8BqG1H1+yRGF1VgLHplyx///uyjzyz64U9/hfnGnVmFK19KLXzosQXrS2vlnU6+3srRWRslPfwO154PmJhv/fgbP3qAKlB0jTryS17+9j3356192wew9NVND//j+aefT//Dfz/+mwefzFu5udMapitG+R1eRGdHVMOKHge33SDTdg6MOrr6LIY+i6pztL3L3u0MDYwDqrcJO7w8nU1ktEoNozsIuzHfvReD+W4LS+QNgSsEHGXvPxcX/fXZtL8+nfrHRxf8+uGnGthyVNGDtPfSZb08nY1ncCFal/DT/Po6B6pziDrHEI2Nrhi55qsRdo2zTeMco1eic/2/9r473K7iuvdIuipI6CIi88C2IEL4EXAMhgcGgh+JBUExUjDN5WFsbMyLTTUxIRAFsEGmiFg0gQAJNQS6urrl3NPrPr3ufnrvvffeJn+M7sm1kP09KyhPEef37e9+c2fPnj17zm/WXrNmzV4qMioyxwWWlJQqSKkcC/NyLYlD2szG+18IZkrdfqfR6XfO8F3dAJwE4ztd0OiDJgB7ZxW/3c3mUWkukUWsFZWjLLdkpHgEynghGZHYsnJXUUjGoJ0YGoyH6uYfOqaVdnsGzKhscmtCbo5ICR9fZ9fZYwdnJGeddzFjyWrG4lWX/69vtgCweiJcRJNtgTIANQBiNRCrA3u8pzSlrdHerNRu8tVmRcSFl35j2fgX/+yLf85YNMZYsmzJinHGorMYi86+5yePEr6c3p0x+ks83M8yuMVUcNEXNjDGxt/ad9gRjK0574JFK8+ZlWFCoytaBLkGiKQabQDqPVADAPNUxWTiqNzNp2JCws/Vmd2JgiMUyZZq0VQumqlEcg1ruBCpAm8eCImgmIoeEZO4L0f7Mz/+xa8Yi87a8p17mgNAebNGd/7gnDpWA5EiyHdAFYBEFbgTDVOopLUnVdakypGVmJIcLCKgEiLqxHSHsyAhHuUaggIsAlV5uS3HozMCKqXA4wo8LKCjPFNCTOTERGYO9XDM8d3S8FuzNNRqSrXmyK/meMDPWpRbgyY4ptUcQpwSa0VI5bnGKB8Ni9GQCAuIsBAfD7HxCAsL8/EI1xDko2EBFuEagnCtBP4qJzyOyq1YsMbWu6WmqJjwS3Cvgg7q7DGeklr9xf+5+vyLGUvHL73i+mShQVm8GsLKUaI6R0iCufXOpIyKzMhtKnOGKXfOSGy4M097chNMqd0Xs9g9t276NoOx+PDkrDeUsHnjiVInUgFMlUlEhlSuDBfzqV2Jv7vv54xVa++874FDM0zG4sVfuGi92hKWmyO4K41ZYzZ3zubNI1q33pJR0Gk+Fp+Qu4SmhMqRnJBofvarp6/feMuV11x31bXXf+PGb11706ZLrv7ff7Xl3r1zSgkdYulcEjLAVFIq2vPG+wcZi5Zfc/2N1Q5AUB9T6ZJTcYHBi+AhKeYnPVkE9ZCerJwKSHC/jI5K6JiQjAnp5B9hPBQrcD0brr8iptQf12rmqMi/7FEKrPUmAK1OszvSak6IATgWOuDplz94/ZBM5WnxyBwXS7O1EREaVZqSOntO68ghljSHiM4aQjJzTmiMyaiM0pwXoXEpkVJZCmIsIaMynz6kdAaxZOZ0Pq2nLKZjIiyktqXEmA/zpG/YdA9j8fg5529gLFm9+gvrPjrM1GEmA+XCnEkpEZhT2kTGsJxOi9C4QBdR0jnC2+Jr/Bo6bvYVSk1QrIMfP/DY8lVf4IlUbQD88Yo3Wdc5EmyNE7Ek5bY0Fw0ICf8bB5mMJWevPO/L9z/48+WrVt5w08ZoCZD+5pzUbqBSEqVLi8Wk6oDMGEPwjNCYQH09uSWvdRSU5uhFX/urlV+48M/O/9Kqc89duvqc8fPXnf3Fi9dc/JcTIq0tUROiTiKQEaFWOW59+jcvMcaW3fDXf+2PZcQ6rxRLSrEk5qryNQEpGhVqvDylS2NJiwwBhIgrTBmBIcpHY2IqyzHEpETqhIcET/L1ETmd1drLUiKFkGmFKcfRRYVUXkxl5WRMSUTEdEJIpyVkXkJm4frrAUXi7sdeDxca7X4PfqjnjMfJ7Ahp90B9AEQG3+/2I3p/X2yq8IxpMZqREWkVndaYsyprVmbOCOk0j0hJsBxiLHz60NB1qSGvIqtaU0NqyMuxkoaui9HsrDYqMOemtEHEUZTbcjxjSO8qzCktZ/2PS5edcxFmCd73wOOMJeOX/eW1Tk9YbXRoTRmRMS2nSipzVYzmEaKktjQkWEFkzGnMNYkxK9QnteayxJC85TuPMRZ9+d92HqEcaQUWYCkcYjzKRcOIOTdnCHOMISxYk1GhsTUXMZaNjy0/m8FYvGvXgWgGaMmaSBnnIWE9Xra6BlJNiiUKqvGKVJvV0E29pcVXRDlIUEsWzO4S5fKQDjPpstkCfm8i5UtmbeEk6YnMIVoFYTFYHHIU/+ff/HrF2nO+fsM1Fm9IaggjxoICL2vJmpasqYmSAs3LDFm5MSc35hD0P3pPihYQY0FN1RBdTo1XdFRdps8r0ZKebsgNBbE6rSVrKqyswsqYtaMla4guJyfKQrTI1SeUpqSMiCJ4RkGXufqYAE/IXWWhpbib4znAdeQ6xwIQtepnPuf/ZMb3e6A7AC0AMm3wxG/3i01FDprloxkxlhKjUbEhLDYGRcYwH41w8TiPSInwtATLfvpAiDxPGxejGYTIczUxgT6JEHm2Piq25vTxziwanNJ55ow+ps65n6v96ZMvMJaMb/7BT1PlDh/RXrjhMsbiZQ899kQ0U5Phca4mBuvhaeNCQ0pGFvi6hIIuTYrcbFVEZa7A2z34T+8yxv9SpPW5Yh05GZNgUaWtyMXjEkuBjUZ5aAwxpayR+t//n58zlqwaW7Fq/OxzTCaXI9RW0iUEz/G1cQTP6Wx1oT7J18Z1trpAl5CgGZWpLDKkhPqkylTWWDOhcstXzHuzWU+u4M+VnamiKZDWO8OWUHZOaWQrjAa3/7nfvcFYuvQr114Tq/eEaFCgTw4PoSElMqbFaOaEnSbBsgie42liEjQjI/J8bVxkSMnJgkCXEOgSMiIv1Cd5mhiC5yRohq+Ny8iiEM1z9QmFOY6QYRmWU1Jlvj4iIGJCc2YOS23bo5RShSoAbQDqtd6Z/j0yAE6C8c1WpwtAqtL7+dOvHODiEkuOT2QVzqrCWlDQKQQPiVCvEPULyYjImpI402xzgGXxfvoQuMJMk5trD8AEzJkzufmO4AGZYVJLa8NpocWN2D27Ztkrvvznqy68cFaG+HNpvkr29z+46/wN69Z/dYPWRCmtHj7ukpoDcltYQLjFtE9hjwhJz4yalllDWk9SbguLaZ8xkFU5Y0Qw78v1HNGawOBWmONqV5GLR6XWLJeKcvDwtNqGetMHZvhrvngRY2xs48aN+UZd6fRzbX6xJ8q2eJm0i2vzM2mXwBlShjNTuG0StXBtfp49IHCGRO4Ix+RhUS4m4WBijjnCwyb8c0RgSuv9ROlgYeE5PKTylRW+3KOv7lp52TV/9+AvwwAInCGOzc80uWco5wzlnDN7eI6g0B05YaexLF6BM8SkXTx7QOgKz5ncHKtP5I6wzB6ePSD2ROdM7incxrH6uDY/2+KVe7M8IsU1RBSWsJTyI3hKYSpwDUEeGWaTEZG18AkS+MFjr3qy1XixMACgkCueCpKdVjgZPR5aJydE2lf2soXmFNxCr7BmFea4nA4ipF9K+SXmsNiWFLmSbIuXbXF++hB7gmyLU+jyS7whtsXJs3uO5dj95nyLTTmOakmVJyyxesQmh8rhtady/mLZEokYnA4lRZlDflsoYHA6VA6vkHLIbD6lMyiinVKLR+UKiU0uPmHTeCJCyjGlQtlG05yeOqo0al1hR6KqNAWn5aTUFJaaE3OYH3Fm+KaowBSWmIMKa0BGWC+9+hrGksXv7/2gNuiLTDa2yY54Qzyri0Xb+DY322SXeoKqUHwao48aSYHdI3R4xS6/2OVnUS424ecQUS6ZEJozUltF5qjJHHWZvan29KS2KhtLsbC4xFZU++raQF0bLgucIZ7dw7G62BYnx+ri2T0Cp0/kDpyw09gWp8Qd4JgdIqdP6glyLU6B3QPbBhN8m5tF28Quv8jp41ldcl+SR8Q4xqDMGpLSHoRIKEw5DurlUX6JM60M1vaJHNv3C0oANGEU3daZ/8Gak2B8v9Jt1QFId8Gvfrf3iMY1bfALzSkuGhBiXgnhkVI+Me3jUV4W6WXhPgkZkBInOGRUiK93SYmAnA7z9S4R6pVRIb7Bu49rlDvzXCLCxkLQ3WBO53HlgS3dQX15hPRPSoyoNy0lvZZI2ZaoiWk/y+AUkH6xKcQ2uni4V2IOczGP0pmckJEzGqvMFpNaInJ7XOVKTcoJlTXM09vYWovMFuGSvjnMizhTHDrIIjxydwyxeh//9cuL15y7+OxVFpcjVarIMZdA51LSEQQPyIigxhKXoD4lHdFY4jyNQ2z0aq0JORlC8ICSjiB4SEWkVEROieUVaE6mzyO6nExfVBjLLHEE0RW0ZE2FF5VYAbM1CWdTQ2X4WrfA4BZjPtgtEtwvQr1Co+eEnSYlAjIiyNc6pZhfToYEOpfY6FVQYZHBw9M4ZERQgvrERq/KFIXFJHhQQMRYqF9mDYhNLikZl5kzLMzNpb1Mys+3pV4+KDsst5UBaIJ+qV4+FQw73fCn+072Wm0A0o3eU9vfeZ+t5psTbDKq9JShrUNmCiosIZk1LLIEObSfhQckRAzB4p8+lFRabIjIiaSKzoj0YSkaU9EZkSFGBMGUKiQg8xpPm6mJiMic0d/7ROwyxQHPEEfoPELnpXSGow9rbKVJxCkxpbhoWEwnEUsG+gsglgwfj2o9FbktJzGlRFRCRCXmdH6pOc3DghIyIMLdcltE40nxKD+b8IvsSRbpF1hCLMzJNljOu+zrjBWrbvvu912RMOX0KbCAUB1QYAmZMaYiUkZrUaqPIIaoHI3zlT4lnsTsZQWWEGtDSjypxJN6uqCnCzqqqEQzUk1SrIoj2rTCkDPQNT1V1RJlpTGH6BKILibRRPjKgEAbFBsiMjyhpNJKKi0nkhJjVKQPn7DTECyuIlISXViJJzVURqILy9G4hsoghqhA5VcRKQWWUGAJo7WoJtNibUiKxwV4goUGEdvvMZ5j8s4QXo418aHY/uOnd3gKxWQt3wP9Uql0inh2+uBPZnylUW8BUANg94zkt3tZhmhX5Cgd1fnFlhRijiksUbktIrPFxLY435bg29JcKssjc58+ZI46n8pLrBWZo84jc0JTUeaoC8jiYXFAbmnKTC0+WlDZOzJzg6PLy0ytQ3y/2t43eIAIryqtXaW1O6NOi6gqYq3ziZzUUpHb6wIyLzaVFI6GkCpMqyMKR4NlSE6rI2QMINaqkCoIibSYigoJv8KWVLkyAjrKJoJcOsahomp/iY17OKhzy08eeez5lyUoZQqE9bagEI/N6RMiuigg8yK6iFirc/oE25ji4dkZTVRIFdTutpAqsAxJAZnnk2kBHRVZjm2cZaF+NhYQmZMKV2HOGBCaYizUP6GwsjCv3JWWOVMCOiowZQV0QWgqiswlsaUstpRF5pLIXDphp/HIHGKtnvB5+UROZquJTSUBmVc4GrCYzFbjEhmWMYTYQiKTR0wmEHOOhfo5dFARqko85b1i984ZXRaAGhh0AWi1z/wlqJP5Cl+5A2oARBvg2XempY7yHJHhm/IiU0ZMxkVYiGv0cox+DhnhmBNca4ZFZ1l0lkXnjvvLtRSnsQTblOdZi9NYkkmmuZYiE02KyYLG0RThObYuIbdUBVj+qCwkoapiunZYGmIbcix9nm0oSK1tlrFwVBUXUoU5fZxP5ER0gWVIcrG02FTioCkulhFSebm9LiBzTF38MOJVuVqz6qCIiLO0PvjpGAGVYOMRNh4TWbIsLCyg4xJzVGGJ5gagAoCKdhk9KTYemcESInuVZylw6DzPUjiqj83iSTaVO6ILs6mczNvkW0pzZJpD55lEjGuN8O0hvj3EMnmnMPs07uBYghJPchp3id0Jni14xGBhUm6eLcgyeZmUn21OzVGZGTw1hcan0MQskWKb8lxL4dM9dqzfTIVpNM6mcjxLYQZNzpFpvqXEJFJsKiewlWax1KQ+wqZyLCrDxNMie5WL51nGGGINi2i/mEwh5hLLGOJQUa41NYMnX/1Ez8YTWfg97s/BB8nAyTEe7vp79vWPX9kvMUbBhDIqtdaFeE6IpVSWnBiPismEzF5k4QmOKTNDhLm2+CwV5tkTPHtqlgpybckZMsCkI4i/wLUl9ytMLHNM5M5MGDwyT05sikjoCA/1CYngnNYpwENosMbHI3wqxsHDXCoqsWXZeERoTqm8lSMqFxsLiaio0pFnat2zGo/SkRXTCY7Rr7DnZNYUDwuL6RgPC3PRgMZdkppTfDSG0HmuMS4iMzw8wzIkEGuFZUhw8eSMNsDDIiIixtG6hEaPjArwjW65OyewJ48afRxzlEVHJw1ugT0tcqbnqAjbFOHbUkJHSujI8G0Jtik2R4WmMKfAEZ2jfVxriG8Psc0+gSM8S7pYJq/QGWGbfUzKzbdHOJbgDOHmWkNsS5RJh5h0hO9ICl1ZljnCpCM8e4JjTUzhvmkiiPgLHGviKOYVODPThJ9FR0XOtNiVm0K9XEtC6snNEiGBPSlx54/oXTxrkmeNH5BbuJaYJtKYwSICqsTUxTlGv9KeEaNZIZqXOyqTWh+LSs0S2QPSyPcffz1UGTQA6AHQbp0imp1G+JNnro3GoAtAoQ1eenf2jcNaPl0Sm5tMfUZpa+Le3pzcqzRlZObclDqgC/QQZ4Vvik9qbNpAUWiJiixRTaB4VGPjm8ISW3xa75w1uFxVoPblJ1QWY6Q6rbPxMJfBk5KY/BKTX2oOsvQ2mSVqDBbFpgiXDBjClVmjm0eGyVSXhQe4VFhqiYno8ISUImMNMlI/jFASOiIxR4VEUGKOqhzpSYVZYUvq/cWPBKjeU5Gbi0IsIyHziLkkpUtisiDAsjJzRUzlBXhGTGSkdEZCxBAqoTQlESrGw/1s3EdE67MG15zehUZrbKNnDvXI7UljpHoYoSS2OGKNfyyjsHAVsac5eFhAx+XOPAsNUsmuPlh9b05jCFeEppjcmRWZ43wqInPkxJYUl4hIrGldoMI3hdm4T2iJiq0xNuEXWaL6cGXW4GITfjzeYKIeDuHHE02m0T2HepSe7BGVZVbrcFWAxBz9WEbRida0zsFBvfpQWUSHheaI1BKb1jmklpg+0OATBS6WwwINjtYnMubMUcA1Jtl4Ququc+jyIWnshffFZQDqAJTL8yGJzmj86baaAag0QBOACgAv7RZNyEM8rMzSZ+WmmhjNyIn0rNTB1YakpvyUKqR0NgTasIbKiFQBNZnWEGmhOqAlMyJNENFFpPoIbiuzERdL7EBtJYUxLtYF2WqH0hrj6T1C1C+jo0flZqbGYfAVBXhoRu1UOrJTGicXDekCtSNKB8cYxIOtw2KL0V2VW7L751C5JUuHOjxjmKlwo/7GlNQ+idiV5ixT7WWrfTIqgxD5GSQgI4tCLDunjoqJPM+Q4hvTLE1Ubi4LDHG2OqAw5SR4nK32Kei0hspItWGh3Gv1tQlriSN1afEUootI1UGxOoia8no6Z6RzBlNeqg6K1WGWyG+gWnJ9HtFmRcq4XJ+hHB2W2CPXZxBtSqZLy/VZqSaDaLMybUGqSWmIrIpICZV+nsIrN8TE2pBEE8LsZUQX0VCZOZFdQ2VM7gYbcQkUPi2ZkRtiQqXfSOdmBdYjTFxLZtRoQqwOsoQ2e6DLlThFqgBlr0zzzHzETbnbHG1mTpPQu0oziJ2rSpA+MKsMzWhDiLMm9/Zf2K0mw6AIQKE5AH3Qa48Y/ynUqu1qA7QAeGXn5JuHlDp3R2VvyS11pamstZZQWwlzlJSmtNpRNPo7IjKjt1aN1ipmrcnRtMKYRm011FI1WquEvYEYkhoi7wgD0tFUYBmjuaKl86i7KkTDcjqNemoyKqUwZXBfQ2HNKc15rasqxBNKW5EIdZW2opTOyC15EZpUWUpKumB0N03BgdJclKAphMyirqbSXNRYykJjgqsOqywlo7OhtVdlRN7oauvtDSmeU5srBkddZSqqzSW1uWR017XWktKcRz01vbOssuRQV11mTGHWGkqX+fKgTBM3mitqY0aJZjRolnQ0lfqUwphWGdJyQ4q2N1VogbIDLdGR62tqvEHYB2q8ItGm7EGgpSqEo6Oj6iqsilkHeqqnNDaM5p6WqmjpIm6ro7aalixg9jrlbKnJvJ4uEc4m6WhKdHGZPkk4m7itbjCV9XRJpIposZwnCkyOlhLNGKmS3JDCzVUdVVTqU4S9gZkqSjRjdrZ1dEVOVfTuNkJE1eYE5R3ozE2FKSc1pwWmrNzd5GLV7zywzZ2sNQfzIV9HjD8eA1CtNEsN8Pa+2df3CQ5wqX0salLqZqu8b+/jc+U2vtK2b0ZxVEp/IjLt49NHlcFDEt87UwQbzXLQ7M4p4mOJb1IZ2cO2Tqlj0+rY9oPqfTwHU596Z4qYVAQ/4tn3M00TAtdhvvPAnHlS5JmW+g+yLB/NWY6KvQdZlo+59qNi7xGhe0Lg2jdNfcJxHua6EGPhINO6Z4IQG3JMSejArIWvSk4KvHsnKSlaEKhTeyZJFhJhKyL7Z1CRMfLBhOojNi7UhfZN6w4yjTMS21Gh+TCfOCqij4pNR4TUpIiekpiPiCyHhA4Omn13Ev9I5BHihV0z1O5Z04wmvnMCPST2cg2ZPWzrXpaVbcx8IvK+dQTdw3EdkoR2zZoPy4IfSdy7mMRRTWA3l/qAQ05pg3v51ndniSOK8AGh9+2j9MfS8GFZ8M0j6Eciz6wuuZtl2ctzTKtju9nWGU18D8f2wZxZSJcnZMF3pkm2MXNQ6H6faZrVJlja5BuHDUekAR6ef3cSn5AFD4t9b09ik0jwY4nvvSlyQhacRIJ7mPQhjm1SZDnIUh4V6OckrqM824SA3MfR7WJqd3win5D4X9zJrMOQln3QLNdHjD8O/WoxB0C/C0Cy3L3vkef3zKg5Wt/Dz77zr6/tt/iLP/qHp55/ZZfBHnnoX7c/+fJ7kwrzj57a8firBzlE/IdPvf7Dp17nEPHHXz143z+/Ma0L/PoD9t2PvTyl9b+wh3vbg8+xsOhbk+q7/+G35gh4bbfkOz95XmUp7ZlGb7n7V0J9/KjIufnep6fEDq4qcPt9/7L7iNboqN7/2GuzUpecSN/385feP6yW6mMPPLHj/UNKraX4wGP/9sq7bJkx8cOHXn7y+Q+VVPaXW9//5XPvz0hsD/zjq8/+20c6W/pfX9n76L/8Tob5n92++4nn3tTaYtve/uT+x1+QEcEPjkq//4utM3LL7z4S3/rjZ+SO0ptHVDf/8KlpjX8fn/7uY69IrfkPueStP35mWuOf1vhv/fEzH3JJqTV/31M7d/NoDpH8ziMvvDWtVAVKdzzy7Kuf8A5KiXv+8YU3jiIzRv99/7xj665ZHpn9xYt7n93FmtL6n3jt0APPvjuHRrbt5d/92MssLProy/u/98R2pjH8xGuH7nn8lUm19+m3jt77Tzu4eHz7Qcn3Hn91Uun57Yf8v/+/v+bi8T0c4gdPvCZ3lF4/rPjOz1/gYLHdbPym7z3B0oVmZO5v/+CxKZFKYjB976dP7/5YrrPHH3hq23uzMjRYu/sffivBwk0ACtV8MZME/f6I8cehD8M9VxrNcgeEywNXul0GIFo7FurMEUzVB6AOgDmSSXePBSrzpMo1AIp9UOyDGgCeVDnVADUA4tWeP1urAZBpAVeiWAMgVgemSKkEQAEAT75XBiDbA3SwUAEg3we2WLkCQKYFnPFSDYAKOFZzBQBXvFADoA6AM14oD0ANgHChmawP6gDEq706ADUAKG+s2AcVAFJ14IzVj5WPlnMtUO6DWGlQASBZB8FirwhApgP8xX6+D8LFTijfqANQ6IJME9QBiBRb/ky1PAB1ALypcnkAn8kP/wAADeZJREFUygPgTZXrAJQGwBmrwcBvzlQFto3whvIAFPogUmtlOyA/ANFyL14HxR6IlUENgGR9ECo0002Q64BIqR2v9mCmPZqrAVAGIJCr1wDIdYAnVYYt8WeqdQDyHeBJluoAlPrAGcvDYGawtcUesARTNQAKfWCLVesAFNp9b6wOJ2DuXDVYB3kAAhUQq4EW6A9ADQwa3WppFN3yOPQBaJXL6W6/A71ragAUu8eiK7bmY4XCKIqQE8PMcqddbnfb8/+2AagP+jBR6w1a8xfWAYiUW7X5GNLwV6wCUAeg0AOlbr85X6wFQKXXb84H3q30utX+YHiqOR+JvdLr5hpNmIYhI5sLzjbmE+UOgCtrxc6xm+Y7oAlAtTsYBr1u9Y9FQi01Gp35IKjdBYnOgh4oNjvV7mDh81Z7xx6/2j32vLUuqPWOlWkuKNlakG4CUG53hznd3w/C3QWg2TuW2ez3W/3/yG8PjvUDjIy58KfJdQcVAKAcKfZAF3QLpSgADdAbRTA+AfoLYxd3TxS7+IQBjf8fo+z2fv/n/HR45P/i4/975OH/5HHCn+a4Hh4cm7R2z3i6g5OOYDzCCP9NMWL8CJ8vjBg/wucLI8aP8PnCiPEjfL4wYvwIny+MGD/C5wunHeN7vR782+l0ut1uo9GA/7bbxzYdN5tNAEC/f8xy3O12AQDDs/ByWKzVagEABvNBeeGFN998s9Vq7XQ6MLNerwMAYEmYgBUeVz+s9pvf/Oatt97a7/crlcqw/GAw6PV6g8HgyiuvbLfb3W4XNqbX68Fq+/0+vLxcPraRFN691WrV6/Ver7dlyxaXy5XNZoenRjh1OO0YD+aZ0e12Iduq1SrkULPZhKwF80Qcshkmms0mZCrkzXAYwAKQzW+++ebixYs7nU4mk4Gn4KCCl3Q6nU6nAysZcrfdbvf7/XfeeWf58uWtViscDsMLF7Jz06ZNV1xxBZgfKvDCTqfTaDSazWa9Xof5g8FgOFrg2UajsXXr1mXLlgEA4DbTQqHwGXfoCAtwOjL+OEABmc/nu91uv39s93Gn02k2m71er9vtDgaD4Uio1WrtdrvRaCSTSQBAt9tNp9PwFCxTr9ePHDkCABgMBpDclUoFcjcej8OS1WoVLHixDAYDKKdnZ2eLxSKYF8+wftgemUwGE8OX0sKbDgaDdrs9pHKlUqnX67AG2AYmkwkHwIjupxqnHeOHIhDMswcCknJIiG63OxSxw7dBu92GZB3iuHfCEFAPgemnnnpq3bp1t99+OwAgFosNCwz1mXA4vHHjRgDAYDDI5/NgXpD3+/1hJd1uF6olAACfzwcTd91111VXXdXtdhc+VLVahWPplltugbwfDAa5XA6eLRaLQy1ohFOB047xAACowcNf/bXXXmMwGFKp9Lzzzlu1atWll14Kfp/3Go2GzWYvX778zTff1Gq14+PjDz/8cDAYXLVqFUVR4Pe53u/3v/WtbzEYDABAvV7XaDQMBuOyyy5btmzZokWLxsbGzj33XA6H02g0Nm7cuHr1arlcftNNNzEYjBdeeGHbtm3wwuGoKJfLUFPvdDoPP/zwmjVroCLU6XT27du3evXqDRs2XHfddQwGY/v27XBs1Gq1Wq22fPny5cuXX3fddatXr37ttdfuvffe5cuX9/t9OMKPG5wjfLY47RhfrVaHErFQKNA0fdlll5177rkAgGeeeQbMzzUBAFARX7duHYPB+M1vfrNmzRoGg/HMM8+sXbv2rLPOeu+992QyGdRter3e8Krvf//7S5cuhfxjMBjnnXdeKpXau3fvJ598Eg6Hr7nmmqVLl/b7/ampKQaDsWjRoltuuWXbtm0AAARBvva1r+3YsQN8ipT9fv/hhx8eDqSJiYmxsbFnn30WvoWeeeaZCy644NFHH4UN3rNnz1e+8hWXywUAeP7551Uq1f3333/WWWcBAGq1Gqxw2NoRPnOcdoyHqNVqUD8pl8u33nrrmjVrIEehFGy1Wq1WC6Z9Ph9BEACAaDSKomi/389msziOw/JDa0+r1YKawx133LFkyZJqtZrL5fx+v8/nWyhZr7322rVr10L1fXx8fNOmTQCAwWBQKpV6vd7Xv/71devWFYvFer2+cHKcTCaffPLJNWvWwMavWbPmwgsvBAAEAgGoHT355JNjY2Pdbrder1988cVXX301mJ8ttNvtO++8E14LJwn1en2ojI3wmeN0ZPxQfW80Grt27Vq7du1QeQDzOjQUh0N1fGhXWYihpIQKN6TRfffdB4Vxv9/v9/uQ6PF4HEXRUCh04403rl+/vtfr3XjjjbDYcG7wxBNPLFq0aKE1E+pdMOfRRx9lMBhQM4EtNJlM8O5bt2596aWX1q1bd+ONNw4GA5qmr7zyykqlAs04nU7n29/+9tjYWKPRaLfbsM6RjfLU4bRj/NA8AgBoNps6nW79+vVvvPHG4A/g8OHDBw8e3L17986dO996662dO3e+9957u3fvnp2dBQAMZ5ONRgMqS1u2bFmxYgW8FgCwbdu2Q4cOMRiMVatWLVq0iMFgjI+Pt9vt/fv3MxgMsVjc7/ebzWalUkEQ5Pzzz3/77bcBAEeOHNm5c+fu3bvff//99957bzAY/PKXv4QjJBKJAAC2bt06NjZ2++23P/jgg7DyxYsXv/HGG91ud/Xq1VdeeSWYl+gAgJtvvnl8fHyYM5wNj3AqcNoxHswrGFAH6PV63/3ud6HmfUKcc845K1euHBsbY8wDzkGvvPLKoeF8+NKoVqu33377UMbfddddy5YtYzAYu3btEggEJElefvnlGzZsgHdfunTp3/zN3zQaDSjFq9XqN77xjdWrV5dKpb/4i7+AFy5ZsmTRokWdTucXv/jFcHpw7733rl69WqlUcjicmZkZrVZ7xRVXrFq1qlwuNxqNL33pS5Dx8DXV7XZvueWWlStXViqVoR4/Iv2pw2nH+KEKC3WJ119/ffHixbVa7Q8xHhaG+nqtVoO6wdAgCBUMuIIL+XTPPffAeXCpVBofH7/++usLhQKsp91u33bbbStXrgQAbNmyZeXKld1uF84ZAAA7duyAQ6XX6xWLRZjZarVgg5988kl49pFHHlm1alWv14OqPwCgUqlUq9UVK1ZAA2g+n7/mmmtardZwHWDz5s1QxgMAyuXySIk/pTjtGD8EJCiKohs2bDhw4MAfZ3y/3+90OtAyCJV7uA618GO5kEl33303pCabzV67du3NN98Mz2azWZFIdMkll5x77rnVanXHjh3nnHMOTdPwPdNsNplMJoPB4HA4CytsNBqDwaDRaDz++OMMBgOuUl100UULi7HZbAaDsXTp0hdffLHX6ykUiiuuuAI2plarNZvN2267bcWKFbCq4eOc0r79POM0ZTxUbOr1eqPRuOOOO1auXPnHGf/HMdQWAABbtmyBjFepVAwGY9myZX/7t3/7ox/96Pbbb4eq0fr162FJBoPx1a9+FRpqYM5VV13FYDBqtdpwxRTMG0l/+tOfDme6l19++fj4+JYtWzZv3rxp06bLLruMwWBcdNFFcJ7KYDCuu+46AABczAIA3HbbbfC1A0fpp6fgI3yGOO0YDz1bhvrA3NzcmjVrfD7fSTC+Wq0uNGy32+1Wq3XrrbeuWrWq3W7X6/V2u3322WcvW7Zs5cqVl1xySaVS2bhxI4PBaDab0PYCfRkAAPV6ffv27XCdCMw7wID5sdRut5977jnI+Eql0mw29Xr90qVLx8bGJBLJTTfdFI/HzzrrrEceeQQAEAqF4IslGo0CAAaDwV133fXlL3952FTYzs++Z0cAAJyGjAfz9j5Iplqt9uijjwIA/hDj4erscdRf+G+n04FTRgBAu93evHkzg8GAt4AyFczPGaDQfeihh8C8XjGc8sI1rK1bt1ar1SHdh8K4Xq8/9NBDK1asAAt8xWCdg8EAPshgMIDTCXgWeqcN3ctge4bWmxFOHU47xkN9ZsgqyIlms/lHGP+HtN6hmxdYYMX/yU9+AoUxlKPD20FGDhe2wAJ3sWazWavVoM8ZHEvDEdVqtaCn51NPPQWrhZNRuNoF1XRYslgsDldqFy4sDE3vsJ5+vz/UdkY4FTjtGP8ZAsrXdrsNyXThhReuX79+zZo1F1xwwVCsDr0vT+4WcM1IqVQuXbpUoVCcdD0j/JfhjGX80CUdolAobNq06YYbbqAoyul0wsxWq3Wcr+WfBDhsSqXS1Vdffd1116XT6ZET2OmPM5bxENDsDdNDVR7Max1g3tfgJGqGNSykeKVSGVkVT3+c4YwfotfrNRqN4XaqhTv3Ts5RsdfrQbtkv9+vVqujZaP/LjiTGT/cGXicsgG17eGU8T9j/4ZmoqH5ZeHOjxFOT5yxjIe+ADA93CEFt9gNd7IOcRL2byjUhzWP5qz/XXDGMh4ssD8e900BAAB0cIebrf4ztxj6mQ29aEY4zXEmMx5iMO94DOYt9FCNGcr1k1NFFrrsD034I0l/+uPMZ/wInyvALf/DdcmFXx+CToEjxo9wRgEqmf1+Hzp3fNqGNmL8CGcahq6yULQPvUVgzojxI5zJCAaDMDHc2j9i/AhnFAbz29mgOWEwGGzfvj2RSAAAPvzwQ5fLNWL8CGca4K406COYz+c3b95MEEQ6nb7nnntkMtmI8SOcURgusMA568MPP/zRRx81Gg0URX/2s5+1Wq0R40c4A9Hv99vtdq1We/HFF++6665QKJTL5e68886JiYkR40c4ozBY8HkLmHA4HPBztrFYrNFo/Ds9q4/guC9mKwAAAABJRU5ErkJggg==" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="160" src="data:image/png;base64,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" width="200" /></a><b style="color: black;"></b>Bab ini, kita akan belajar menyusun persamaan lingkaran yang memenuhi syarat tertentu serta menentukan persamaan garis singgung pada lingkaran dengan berbagai situasi. </div><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><b style="color: black;">bila teman teman belum seberapa paham, teman teman bisa belajar di </b><a href="http://sipil.polsri.ac.id/Download/tutorial/video/Matematika/Lingkaran.swf">link ini ^_^</a> atau <a href="http://belajar.kemdiknas.go.id/file_storage/pendukung_bse/BSE_95/Flash/BSE%20p6%20mat-lingkaran.swf">link ini @_@</a> </div><a name='more'></a><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"> <b style="color: black;"> </b><b style="color: black;"> </b><b style="color: black;"> </b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTBiU0_lo38ol_qY6XFTqFu3wBoo2_tiCJRbIZLQrT1SfFjzZVOjY39N39yE-8yYXmWQ2hx5fHUUdMWph2ogEiCuXETLQ1D7-jQ79AMwvGQ-oJfN7TKAASbVgfcYPpk2LozQj_ypOG9W1_/s1600/persamaan+lingkaran-soal-jawab.1_002.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTBiU0_lo38ol_qY6XFTqFu3wBoo2_tiCJRbIZLQrT1SfFjzZVOjY39N39yE-8yYXmWQ2hx5fHUUdMWph2ogEiCuXETLQ1D7-jQ79AMwvGQ-oJfN7TKAASbVgfcYPpk2LozQj_ypOG9W1_/s640/persamaan+lingkaran-soal-jawab.1_002.png" width="416" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgwUybFZNPEGv2kz6y3O7OUnIHilVT-BAhEbMH7UTzR58WkY6GhTCPkfLkW-eBk2NLJM7GDBqlHMKS4bSuKke7pdoU0S9O_w9V8DRwZO1u45NgZkDtRgKSIiL1WxUSMQGZVTEfssr4ggX0/s1600/persamaan+lingkaran-soal-jawab.1_003.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgwUybFZNPEGv2kz6y3O7OUnIHilVT-BAhEbMH7UTzR58WkY6GhTCPkfLkW-eBk2NLJM7GDBqlHMKS4bSuKke7pdoU0S9O_w9V8DRwZO1u45NgZkDtRgKSIiL1WxUSMQGZVTEfssr4ggX0/s640/persamaan+lingkaran-soal-jawab.1_003.png" width="418" /></a></div><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKRQkJHpasn5DL2GSNnQ2-9othi3rEY0BZZZsWLWu-_O8R9I-u5WYZPKtdbRMr3vhX5LvjakKl_633YEhcQ3BSl4idRF5tbkvTc4m-JNdUJqD7Qe7P4iScrFlN5RjBMfJu5xadjfBt1G-1/s1600/persamaan+lingkaran-soal-jawab.1_004.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKRQkJHpasn5DL2GSNnQ2-9othi3rEY0BZZZsWLWu-_O8R9I-u5WYZPKtdbRMr3vhX5LvjakKl_633YEhcQ3BSl4idRF5tbkvTc4m-JNdUJqD7Qe7P4iScrFlN5RjBMfJu5xadjfBt1G-1/s640/persamaan+lingkaran-soal-jawab.1_004.png" width="418" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfg2cJRHXV4J8R2v_-SESpjTZCOSCy6Z1PuKsEuPFfK1pZQ6M8NPBocu9H5DQ26N98-EDPqPALhSscNOLQBYtZoLgxEi00Zg4nydFNAhRRdnnBROCuCbZ2s8hawZRDkyMdj07cIlNlUlpb/s1600/persamaan+lingkaran-soal-jawab.1_005.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfg2cJRHXV4J8R2v_-SESpjTZCOSCy6Z1PuKsEuPFfK1pZQ6M8NPBocu9H5DQ26N98-EDPqPALhSscNOLQBYtZoLgxEi00Zg4nydFNAhRRdnnBROCuCbZ2s8hawZRDkyMdj07cIlNlUlpb/s640/persamaan+lingkaran-soal-jawab.1_005.png" width="418" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCzAvNHgSlgZpPWCGENLbuT_rk_Fj4P1Z_-ncf8Gapt48wJ9rMzYEQKIClP9TwZeRDqUFPZ70njO69DwgGp-UBscLDJW10Z-oRj3alnpnrz2k8GXqZM_f7rHflRXoWe7hJSszF3oKztTUa/s1600/persamaan+lingkaran-soal-jawab.1_006.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCzAvNHgSlgZpPWCGENLbuT_rk_Fj4P1Z_-ncf8Gapt48wJ9rMzYEQKIClP9TwZeRDqUFPZ70njO69DwgGp-UBscLDJW10Z-oRj3alnpnrz2k8GXqZM_f7rHflRXoWe7hJSszF3oKztTUa/s640/persamaan+lingkaran-soal-jawab.1_006.png" width="418" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpgg1ywZJKpqwXlqJLK4ZBkDhqwIAler4cFiBcO0Pred12-CwfoPI7hK9f36tfA3zOM9wy9ZdSNlFbJN-zGyL-8FVAOLeDaYsUzG8PVerbhyphenhyphenWuF2DtCq8yv7AiT-oo3D-bdEu45HxfH70/s1600/persamaan+lingkaran-soal-jawab.1_007.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpgg1ywZJKpqwXlqJLK4ZBkDhqwIAler4cFiBcO0Pred12-CwfoPI7hK9f36tfA3zOM9wy9ZdSNlFbJN-zGyL-8FVAOLeDaYsUzG8PVerbhyphenhyphenWuF2DtCq8yv7AiT-oo3D-bdEu45HxfH70/s640/persamaan+lingkaran-soal-jawab.1_007.png" width="418" /></a></div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div align="right" class="MsoNormal" style="line-height: 13.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 1.8pt; mso-layout-grid-align: none; mso-line-height-rule: exactly; mso-pagination: none; text-align: right; text-autospace: none;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; position: relative; top: 0.5pt;"></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt;"></span> </div><div class="MsoNormal" style="line-height: 5.5pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: .35pt; mso-layout-grid-align: none; mso-line-height-rule: exactly; mso-pagination: none; text-autospace: none;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 5.5pt;"></span></div><div class="MsoNormal" style="line-height: 10.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; mso-line-height-rule: exactly; mso-pagination: none; text-autospace: none;"><br />
</div></div></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com0tag:blogger.com,1999:blog-372946826320093198.post-76039409862783000682012-03-22T14:58:00.001+07:002012-03-22T15:01:00.126+07:00Laporan Praktikum Sel Epitelium<div dir="ltr" style="text-align: left;" trbidi="on"><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link> <m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent><style>
<!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1107304683 0 0 415 0;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520092929 1073786111 9 0 415 0;}
@font-face
{font-family:"Segoe UI";
panose-1:2 11 5 2 4 2 4 2 2 3;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520084737 -1073683329 41 0 479 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-fareast-font-family:Calibri;
mso-bidi-font-family:"Times New Roman";
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;
mso-hansi-font-family:Calibri;}
@page Section1
{size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
-->
</style> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
<div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL65xRWwCYHBKKvsiGee4KdFridmolvec778KZJ-t2pTWxgL_sVRV49hwYWijkbq7WfLhwDQEgYOxU752hzWZlMbahhdQhtL2w2_rHLkz-Ruyg0yigvHrvO8oBL9HJ7oCv1vrCwmTBmI7F/s1600/index.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL65xRWwCYHBKKvsiGee4KdFridmolvec778KZJ-t2pTWxgL_sVRV49hwYWijkbq7WfLhwDQEgYOxU752hzWZlMbahhdQhtL2w2_rHLkz-Ruyg0yigvHrvO8oBL9HJ7oCv1vrCwmTBmI7F/s1600/index.jpg" /></a></div><span lang="EN-US" style="-moz-background-inline-policy: continuous; background: none repeat scroll 0% 0% white; color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"><br />
</span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="color: blue;">ALat dan Bahan :</span></span> 1. mikroskop cahaya, </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 2. gelas benda (kaca preparat)</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 3. gelas penutup (kaca penutup)</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> </span><br />
<a name='more'></a><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 4. pipet </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 5. tusuk gigi / spatula</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 6. kertas isap</span><span lang="EN-US" style="-moz-background-inline-policy: continuous; background: none repeat scroll 0% 0% white; color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"><br />
</span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 7. larutan biru metilen</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 8. kapas</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> 9. larutan alkohol 70%</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"></span><br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><br />
</span><span style="font-size: small;"><b><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif";"> </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif";"><o:p></o:p></span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif";"><span style="color: blue; font-family: "Courier New",Courier,monospace;">Cara Kerja :</span><span style="font-family: "Courier New",Courier,monospace;"> </span> </span></b></span><br />
<br />
<span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">1. Bersihkan tusuk gigi dengan alkohol 70%. </span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">2. Dengan menggunakan tusuk gigi, koreklah secara perlahan lapisan permukaan</span><span style="color: #111111;"><span style="font-family: "Segoe UI","sans-serif";"> </span></span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">dinding bagian dalam mulut sampai epitelium terbawa pada ujung tusuk gigi.</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">3. Letakkan hasil korekan tadi di atas gelas benda dan ratakan.</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">4. tetesi dengan larutan biru metilen pada gelas benda yaitu di atas sel epitelium hasil</span><span style="color: #111111;"><span style="font-family: "Segoe UI","sans-serif";"> </span></span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">korekan.</span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;">5. tutup dengan gelas penutup.</span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqHEGtnX5DolICfyqv1Lv_lknzI_tvljUDOWX8AMSZfVDHYMKhmgg6FSYLoWfFCKo7WBvniSvG61sgBDNkFN6hjyshXZTPyQa4Ltb-oI0G7y_N8i5a4KzvJh4tHCybn4VKMPYf2ItOROOs/s1600/caranya.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqHEGtnX5DolICfyqv1Lv_lknzI_tvljUDOWX8AMSZfVDHYMKhmgg6FSYLoWfFCKo7WBvniSvG61sgBDNkFN6hjyshXZTPyQa4Ltb-oI0G7y_N8i5a4KzvJh4tHCybn4VKMPYf2ItOROOs/s200/caranya.jpg" width="200" /></a></div></div><div class="MsoNormal"><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link> <m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent><style>
<!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1107304683 0 0 415 0;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520092929 1073786111 9 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-fareast-font-family:Calibri;
mso-bidi-font-family:"Times New Roman";
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;
mso-hansi-font-family:Calibri;}
@page Section1
{size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
/* List Definitions */
@list l0
{mso-list-id:2066292155;
mso-list-template-ids:1859392458;}
@list l0:level1
{mso-level-tab-stop:36.0pt;
mso-level-number-position:left;
text-indent:-18.0pt;}
ol
{margin-bottom:0cm;}
ul
{margin-bottom:0cm;}
-->
</style> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></div><div class="MsoNormal"><br />
<br />
<br />
<br />
<br />
<br />
<br />
<b><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><strike><span style="color: #274e13;">Diskusi</span></strike><o:p></o:p></span></b></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Apa saja bagian-bagian sel epitelium yang dapat Anda amati?<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Dari gambar yang telah Anda buat, coba<br />
jelaskan bentuk dan struktur sel epitelium.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Dapatkah kalian mengamati nukleus sel pipi pada percobaan tersebut?<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Menurut Anda, apa fungsi dari bagian-bagian<br />
sel epitelium tersebut?<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">5.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Jelaskan persamaan dan perbedaan yang terdapat pada sel bawang dengan sel mukosa pipi!<o:p></o:p></span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<hr align="center" size="2" width="100%" /><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div><span lang="EN-US" style="color: black; font-family: "Calibri","sans-serif"; font-size: 13.5pt;"></span><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link> <m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent><style>
<!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1107304683 0 0 415 0;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520092929 1073786111 9 0 415 0;}
@font-face
{font-family:"Segoe UI";
panose-1:2 11 5 2 4 2 4 2 2 3;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520084737 -1073683329 41 0 479 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-fareast-font-family:Calibri;
mso-bidi-font-family:"Times New Roman";
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;
mso-hansi-font-family:Calibri;}
@page Section1
{size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
/* List Definitions */
@list l0
{mso-list-id:427503267;
mso-list-template-ids:-1391014484;}
@list l0:level1
{mso-level-tab-stop:36.0pt;
mso-level-number-position:left;
text-indent:-18.0pt;}
@list l0:level2
{mso-level-tab-stop:72.0pt;
mso-level-number-position:left;
text-indent:-18.0pt;}
@list l1
{mso-list-id:1404838372;
mso-list-template-ids:-1239775342;}
@list l1:level1
{mso-level-tab-stop:36.0pt;
mso-level-number-position:left;
text-indent:-18.0pt;}
@list l1:level2
{mso-level-tab-stop:72.0pt;
mso-level-number-position:left;
text-indent:-18.0pt;}
ol
{margin-bottom:0cm;}
ul
{margin-bottom:0cm;}
-->
</style> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
<div class="MsoNormal"><b><span lang="EN-US" style="color: red; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Hasil pengamatan</span></b><b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></b><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"> </span><br />
<br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Bergantung pada cara kerja, pewarnaan, dan kualitas mikroskop, kira-kira hasil pengamatannya seperti ini.</span><br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><br />
</span><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CUsers%5CTOSHIBA%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link> <m:smallfrac m:val="off"> <m:dispdef> <m:lmargin m:val="0"> <m:rmargin m:val="0"> <m:defjc m:val="centerGroup"> <m:wrapindent m:val="1440"> <m:intlim m:val="subSup"> <m:narylim m:val="undOvr"> </m:narylim></m:intlim> </m:wrapindent><style>
<!--
/* Font Definitions */
@font-face
{font-family:"Cambria Math";
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:roman;
mso-font-pitch:variable;
mso-font-signature:-1610611985 1107304683 0 0 415 0;}
@font-face
{font-family:Calibri;
panose-1:2 15 5 2 2 2 4 3 2 4;
mso-font-charset:0;
mso-generic-font-family:swiss;
mso-font-pitch:variable;
mso-font-signature:-520092929 1073786111 9 0 415 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-unhide:no;
mso-style-qformat:yes;
mso-style-parent:"";
margin:0cm;
margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-fareast-font-family:Calibri;
mso-bidi-font-family:"Times New Roman";
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
.MsoChpDefault
{mso-style-type:export-only;
mso-default-props:yes;
font-size:10.0pt;
mso-ansi-font-size:10.0pt;
mso-bidi-font-size:10.0pt;
mso-ascii-font-family:Calibri;
mso-fareast-font-family:Calibri;
mso-hansi-font-family:Calibri;}
@page Section1
{size:612.0pt 792.0pt;
margin:72.0pt 72.0pt 72.0pt 72.0pt;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
-->
</style></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihADgxos-QDGRDuh5YIMVFeuRYXTvmwEh3JnttKaKak4ZefiwFvqvU_Td3KNtxlclEVCSa-YAosj6CcHVcQwLkWCB6ilnSJqZ717fN_CttvvROIHd6IvAFfS9ZvGE5GMvUABkkZO3eEydm/s1600/100+x.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihADgxos-QDGRDuh5YIMVFeuRYXTvmwEh3JnttKaKak4ZefiwFvqvU_Td3KNtxlclEVCSa-YAosj6CcHVcQwLkWCB6ilnSJqZ717fN_CttvvROIHd6IvAFfS9ZvGE5GMvUABkkZO3eEydm/s200/100+x.jpg" width="200" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<m:smallfrac m:val="off"><m:dispdef><m:lmargin m:val="0"><m:rmargin m:val="0"><m:defjc m:val="centerGroup"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Epithel pipi, pewarnaan metilen blue, <strike style="color: red;">100x.</strike> Tampak inti di tengah sel berwarna biru dan organel sel tidak tampak.</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-WgU8ysnAnGvVDvzGvS_qadAuoN3kbveMCbdOx3Rm78rEt_AYL3AqTqCmaGctucVU_x0lNCnPUIzw53X9iPd88o0hxDxfR-k5X00K5LgrAkYdmjENk7dqoJ_XyGzkVYhIC4BRnTIZzXIX/s1600/200+x.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-WgU8ysnAnGvVDvzGvS_qadAuoN3kbveMCbdOx3Rm78rEt_AYL3AqTqCmaGctucVU_x0lNCnPUIzw53X9iPd88o0hxDxfR-k5X00K5LgrAkYdmjENk7dqoJ_XyGzkVYhIC4BRnTIZzXIX/s320/200+x.jpg" width="200" /></a></div><m:smallfrac m:val="off"><m:dispdef><m:lmargin m:val="0"><m:rmargin m:val="0"><m:defjc m:val="centerGroup"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><br />
</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></div><div class="MsoNormal"><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<m:smallfrac m:val="off"><m:dispdef><m:lmargin m:val="0"><m:rmargin m:val="0"><m:defjc m:val="centerGroup"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Epithel pipi, pewarnaan metilen blue, <strike style="color: red;">400x</strike>. Tampak inti di tengah sel berwarna biru dan organel sel tampak sebagai granula biru (bintik-bintik)</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLRiR-qygkrPtzCJgCB1CEGX_Kxx4q14o-gJxPZ9IUNeEWz78N0mGQ2N4ZROxzmm-QpKSR8kryHMFOgqgoBYU_fRozk4CeuKkpptn0cDCADRuyxlugpEADSrgMRwcLyd1X97SBGlfsWcjE/s1600/400+x.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLRiR-qygkrPtzCJgCB1CEGX_Kxx4q14o-gJxPZ9IUNeEWz78N0mGQ2N4ZROxzmm-QpKSR8kryHMFOgqgoBYU_fRozk4CeuKkpptn0cDCADRuyxlugpEADSrgMRwcLyd1X97SBGlfsWcjE/s200/400+x.jpg" width="200" /></a><m:smallfrac m:val="off"><m:dispdef><m:lmargin m:val="0"><m:rmargin m:val="0"><m:defjc m:val="centerGroup"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><br />
</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></div><div class="MsoNormal"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"></span></div><div class="MsoNormal"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"></span></div><div class="MsoNormal"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Epithel pipi, tanpa pewarnaan, <strike style="color: red;">600x</strike>. Tampak inti di tengah sel dan organel sel tampak sebagai granula (bintik-bintik)</span><br />
<br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"></span><br />
<span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal"><b><span lang="EN-US" style="color: red; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Jawaban pertanyaan</span></b><b><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></b></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Sel epitelium rongga mulut merupakan epitelium pipih berlapis banyak. Sel ini tidak memiliki dinding sel nyata, tetapi memiliki membran sel. Pada bagian tengah sel terlihat adanya inti sel serta terdapat cairan sitoplasma.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Bentukya pipih dan tipis seperti sisik (squamosa) dan terdapat nukleus di tengah.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Dapat. Inti sel tampak berupa bulatan kecil di tengah sel berwarna biru karena pewarnaan metilen blue.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">membran sel yang berfungsi memberi bentuk pada sel. </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"> </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">5.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p> </o:p></span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="margin-left: 36pt; width: 558px;"><tbody>
<tr> <td style="padding: 1.5pt; width: 99.75pt;" valign="top" width="133"><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Persamaan<o:p></o:p></span></div></td> <td style="padding: 1.5pt; width: 275.25pt;" valign="top" width="367"><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pada pengamatan sel bawang merah dan sel mukosa pipi yang tampak jelas adalah inti sel.<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Organel sel tidak dapat teramati dengan jelas<o:p></o:p></span></div></td> </tr>
<tr> <td style="padding: 1.5pt; width: 99.75pt;" valign="top" width="133"><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Perbedaan<o:p></o:p></span></div></td> <td style="padding: 1.5pt; width: 275.25pt;" valign="top" width="367"><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sel bawang merah adalah sel tumbuhan, sel mukosa pipi adalah sel hewan<o:p></o:p></span></div><div class="MsoNormal" style="margin-left: 36pt; text-indent: -18pt;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pada pengamatan sel bawang merah tampak jelas inti sel dan dinding sel. Sedangkan pengamatan sel mukosa pipi tampak jelas inti sel dan membran sel.<o:p></o:p></span></div></td> </tr>
</tbody></table><div class="MsoNormal"><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Let's to try It... !!!! :)<br />
</span><span lang="EN-US" style="-moz-background-inline-policy: continuous; background: none repeat scroll 0% 0% white; color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"><br />
</span><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"> </span><span lang="EN-US" style="color: black; font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></div><span lang="EN-US" style="color: #111111; font-family: "Segoe UI","sans-serif"; font-size: 11.5pt;"><br />
</span></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com2tag:blogger.com,1999:blog-372946826320093198.post-4491147780153238332012-03-22T14:52:00.000+07:002012-03-22T14:52:02.151+07:00"metabolisme sel"<div dir="ltr" style="text-align: left;" trbidi="on">kali ini kita akan mempelajari tentang apa itu <b>metabolisme se</b>l. Metabolisme sel termasuk ke dalam pelajarn <a href="http://id.wikipedia.org/wiki/Biologi">Biologi</a>. penasaran dengan Metabolisme Sel?? ayo kita pelajari lebih dalam lagi apa itu Metabolisme Sel??<br />
<br />
<a name='more'></a><br />
<br />
Metabolisme adalah proses-proses kimia yang terjadi di dalam tubuh makhluk hidup/sel. Metabolisme disebut juga reaksi enzimatis, karena metabolisme terjadi selalu menggunakan katalisator enzim.<br />
metabolisme dibedakan menjadi 2 yaitu:<br />
<br />
<b>1. Katabolisme<i></i></b> <br />
yaitu proses penguraian zat untuk membebaskan energi kimia yang tersimpan dalam senyawa organik tersebut.Tujuan utama katabolisme adalah untuk membebaskan energi yang terkandung di dalam senyawa sumber. Bila pembongkaran suatu zat dalam lingkungan cukup oksigen (aerob) disebut proses respirasi, bila dalam lingkungan tanpa oksigen (anaerob) disebut fermentasi<br />
**Respirasi yaitu proses pembebasan energi yang tersimpan dalam zat sumber energi melalui proses kimia dengan menggunakan oksigen. Dari respirasi akan dihasilkan energi kimia ATP untak kegiatan kehidupan, seperti sintesis (anabolisme), gerak, pertumbuhan.<br />
*Pada tumbuhan den hewan respirasi yang berlangsung adalah respirasi aerob, namun demikian dapat saja terjadi respirasi aerob terhambat pada sesuatu hal, maka hewan dan tumbuhan tersebut melangsungkan proses fermentasi yaitu proses pembebasan energi tanpa adanya oksigen, nama lainnya adalah respirasi anaerob.<br />
Dari hasil akhir fermentasi, dibedakan menjadi fermentasi asam laktat/asam susu dan fermentasi alkohol.<br />
)))))Pada respirasi aerob atau proses respirasi yang membutuhkan oksigen, ada 3 tahapan respirasi diantaranya yaitu:<br />
1. Glikolisis<br />
Peristiwa perubahan Glukosa menjadi Asam Piruvat. terjadi di dalam sitoplasma dan menghasilkan 2 molekul asam piruvat, 2 ATP, dan 2 NADH.<br />
2. Siklus Krebs/daur trikarboksilat/daur asam Sitrat<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBzmXOVr5E7t6gcDapJYBlSji3ATIiSiWRbsDRTA1Wi1WQLNnnGHAD8AIm1IIEKstI0I0QSsB6cRxGY2C0MDg38XOmEkRBMjXoTbEFnXRfANOlQgp9pYCcxtzDyZGMee65FFEnm0UUAKgI/s1600/3-1f.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBzmXOVr5E7t6gcDapJYBlSji3ATIiSiWRbsDRTA1Wi1WQLNnnGHAD8AIm1IIEKstI0I0QSsB6cRxGY2C0MDg38XOmEkRBMjXoTbEFnXRfANOlQgp9pYCcxtzDyZGMee65FFEnm0UUAKgI/s320/3-1f.jpg" width="320" /></a></div>Pembongkaran asam piruvat secara aerob menghasilkan energi dalam bentuk ATP dan molekul pembawa hidrogen NADH dan FADH.<br />
3. Rantai Transport Elektron<br />
Elektron berenergi tinggi dalam NADH dan FADH2 dilewatkan setahap demi setahap ke tingkat energi yang rendah dan akhirnya di terima oksigen (O2) .<br />
Oksidasi melalui sistem pengangkutan elektron akan terbentuk air, sebagai hasil sampingan respirasi selain CO2.<br />
<br />
))) Respirasi an aerob yang disebut dengan fermentasi atau peragian.<br />
<i>1. Fermentasi Asam Laktat</i><br />
Fermentasi asam laktat yaitu fermentasi dimana hasil akhirnya adalah asam laktat. Peristiwa ini dapat terjadi di otot dalam kondisi anaerob. <br />
<i>2. Fermentasi Alkohol</i><br />
Pada beberapa mikroba peristiwa pembebasan energi terlaksana karena asam piruvat diubah menjadi asam asetat + CO2 selanjutnya asam asetat diabah menjadi alkohol.<br />
<br />
<br />
<b>2. <i></i>Anabolisme</b><br />
Anabolisme adalah suatu peristiwa perubahan senyawa sederhana menjadi senyawa kompleks, nama lain dari anabolisme adalah peristiwa sintesis atau penyusunan. Anabolisme memerlukan energi, misalnya : energi cahaya untuk fotosintesis, energi kimia untuk kemosintesis.<br />
<br />
<strike>Fotosintesis</strike><br />
Fotosintesis adalah proses penyusunan atau pembentukan dengan menggunakan energi cahaya atau foton. Sumber energi cahaya alami adalah matahari yang memiliki spektrum cahaya infra merah (tidak kelihatan), merah, jingga, kuning, hijau, biru, nila, ungu dan ultra ungu (tidak kelihatan)<br />
<br />
** reaksi terang terjadi pada membran tilakoid di grana.<br />
** reaksi gelap terjadi di stroma, merupakan matriks kloroplas tak berwarna yang mengandung grana. Reaksi gelap tidak memerlukan cahaya. ATP dan NADH yang terbentuk pada reaksi terang digunakan untuk pembentukan glukosa dari karbon dioksida. <br />
<br />
<strike>Kemosintesis</strike><br />
yaitu proses penyusunan bahan organik menggunakan bahan energi pemecahan senyawa kimia.sumber energi tidak hanya cahaya. Beberapa mikroorganisme ada yang dapat memperoleh energi dengan cara mengoksidasi senyawa kimia. misalnya Bakteri belerang, bakteri nitrit, bakteri nitrat, dan bakteri besi. <br />
<br />
itulah sekilas tentang Metabolisme Sel. tulisan ini memang tidak selengkap yang anda inginkan. But I hope it can help you,,,</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com0tag:blogger.com,1999:blog-372946826320093198.post-62043086169035705942012-03-22T08:07:00.007+07:002012-03-22T14:35:13.377+07:00Alat Indera<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="200" src="data:image/png;base64,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" width="200" /></a>Teman teman tau kan Alat indera yang dimiliki manusia? donk? Apa sajakah alat indra pada manusia? Apakah yang terjadi jika alat indra mengalami gangguan? Indra mempunyai sel-sel reseptor khusus untuk mengenali perubahan lingkungan. Indra yang kita kenal ada lima, yaitu :<br />
<a name='more'></a><br />
<br />
<br />
<br />
<ol style="color: #0b5394;"><li>Indra penglihat (mata) </li>
<li>Indra pendengar (telinga) </li>
<li>Indra peraba (kulit) </li>
<li>Indra pengecap (lidah) </li>
<li>Indra pencium (hidung).</li>
</ol><br />
<b style="background-color: #f4cccc; color: #660000;"> 1. Alat Indra </b><b style="background-color: #f4cccc; color: #660000;">Mata</b></div><div style="text-align: justify;">Mata merupakan alat indra yang dapat menerima rangsang cahaya. Mata dapat dibedakan menjadi tiga lapisan berbeda, yaitu:</div><ol style="color: blue; text-align: justify;"><li>lapisan luar yang terdiri atas sklera dan kornea;</li>
<li>lapisan tengah yang berisi koroid, badan silia, dan iris;</li>
<li>lapisan dalam, tempat retina.</li>
</ol><div style="text-align: justify;">Bagian mata yang paling besar dan berwarna putih adalah <b>sklera</b>. Sklera merupakan tempat <a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/jenis-dan-sifat-kerja-otot-manusia/">otot </a>mata melekat, di dalamnya terdapat <a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/tipe-tipe-dan-fungsi-jaringan-ikat/">jaringan ikat</a> yang berwarna putih.</div><div class="wp-caption alignleft" id="attachment_8897" style="width: 160px;"><a href="http://budisma.web.id/wp-content/uploads/2011/09/img1.jpg"><img alt="img1" class="size-thumbnail wp-image-8897" height="71" src="http://budisma.web.id/wp-content/uploads/2011/09/img1-150x71.jpg" title="img1" width="150" /></a><br />
<div class="wp-caption-text"><br />
</div></div><div align="center" style="text-align: justify;"><b>Gambar 9.23 </b></div><div align="center" style="text-align: justify;">Bagian-bagian dari mata manusia</div><div align="center" style="text-align: justify;"><br />
</div><div align="center" style="text-align: justify;"><span style="text-align: justify;">Lapisan bening di depan sklera, tempat cahaya masuk dinamakan </span><b style="text-align: justify;">kornea</b><span style="text-align: justify;">. Di dalam kornea terdapat cairan pengisi mata, yaitu </span><i style="text-align: justify;">aqueos humor</i><span style="text-align: justify;">. Cahaya yang masuk mata diatur intensitasnya oleh sebuah kepingan yang bernama </span><b style="text-align: justify;">iris</b><span style="text-align: justify;">. Iris mempunyai banyak </span><a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/organ-organ-peredaran-darah-pada-manusia/" style="text-align: justify;">pembuluh darah</a><span style="text-align: justify;"> dan mengandung pigmen warna yang menyebabkan adanya perbedaan warna pada mata. Fungsi iris mirip dengan diafragma pada kamera foto. Jika intensitas cahaya tinggi, lubang tempat cahaya masuk dipersempit. Begitu pula sebaliknya. Pada iris, bagian lubang yang berubah sesuai dengan intensitas cahaya yang masuk dinamakan </span><b style="text-align: justify;">pupil</b><span style="text-align: justify;">. Pupil terletak di bagian tengah iris. Pupil inilah yang merupakan gerbang cahaya masuk ke mata. Pergerakan pupil didukung oleh otot halus yang berada di sekitar pupil. Di belakang iris terdapat sebuah lensa bikonveks untuk memfokuskan cahaya yang masuk sehingga bayangan yang dilihat jelas. Pergerakan lensa dilakukan oleh suatu otot mata. Lensa dibangun oleh protein yang disebut </span><b style="text-align: justify;">protein kristalin</b><span style="text-align: justify;">. Protein tersebut sangat jernih sehingga memungkinkan cahaya masuk ke dalam mata. Kemampuan mata untuk memfokuskan cahaya yang masuk disebut </span><b style="text-align: justify;">daya akomodasi mata</b><span style="text-align: justify;">. Seperti halnya kamera fotografi, mata mempunyai jarak fokus terdekat maksimal untuk dapat berakomodasi. Sementara itu, untuk pandangan jarak jauh fokus lensa mata tidak terbatas. Di antara retina dan iris, terdapat cairan pengisi yang disebut </span><b style="text-align: justify;">cairan vitreal</b><span style="text-align: justify;">. Pada bagian retina inilah, rangsang cahaya diubah menjadi impuls saraf yang dikirim ke sistem saraf pusat. Bayangan yang dibiaskan oleh lensa mata akan jatuh di daerah sempit di retina yang disebut </span><b style="text-align: justify;">fovea</b><span style="text-align: justify;">.</span></div><div align="center" style="text-align: justify;"><br />
</div><div class="wp-caption alignleft" id="attachment_148" style="width: 160px;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.24-Sel-batang-dan-sel-kerucut-pada-retina-mata.jpg"><img alt="Gambar 9.24 Sel batang dan sel kerucut pada retina mata" class="wp-image-148 " height="150" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.24-Sel-batang-dan-sel-kerucut-pada-retina-mata-150x150.jpg" title="Gambar 9.24 Sel batang dan sel kerucut pada retina mata" width="150" /></a><br />
<div class="wp-caption-text"><br />
</div></div><div align="center" style="text-align: justify;"><b>Gambar 9.24 </b></div><div align="center" style="text-align: justify;">Sel batang dan sel kerucut pada retina mata</div><div align="center" style="text-align: justify;"><br />
</div><div align="center" style="text-align: justify;"><span style="text-align: justify;">Pada retina terdapat </span><b style="text-align: justify;">sel batang </b><span style="text-align: justify;">yang sensitif terhadap cahaya redup dan tidak dapat membedakan warna. Selain itu, terdapat juga </span><b style="text-align: justify;">sel kerucut </b><span style="text-align: justify;">yang sensitif terhadap cahaya terang dan dapat membedakan warna. Sel batang dan sel kerucut banyak mengandung pigmen penglihatan </span><b style="text-align: justify;">retinal </b><span style="text-align: justify;">(turunan vitamin A) yang terikat pada protein membran yang disebut </span><b style="text-align: justify;">opsin</b><span style="text-align: justify;">. Struktur opsin berbeda-beda pada tiap jenis fotoreseptor dan kemampuan penyerapan cahaya retina bergantung pada jenis opsin yang dimiliki. Sel batang memiliki jenis opsin tersendiri yang dipadukan dengan retinal menjadi pigmen penglihatan yang disebut </span><b style="text-align: justify;">rhodopsin</b><span style="text-align: justify;">. Pada saat rhodopsin menyerap cahaya, komponen kimiawi retina berubah bentuk dan memicu implus saraf ke </span><a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/susunan-saraf-manusia/" style="text-align: justify;">otak</a><span style="text-align: justify;">. Saat gelap, </span><a href="http://budisma.web.id/materi/sma/biologi-kelas-xii/pengertian-macam-macam-enzim-dan-fungsinya/" style="text-align: justify;">enzim </a><span style="text-align: justify;">mengubah retina kembali ke bentuk semula dan bersama opsin membentuk rhodopsin.</span></div><div style="text-align: justify;">Terdapat tiga jenis sel kerucut dengan jenis opsin yang berbeda. Setiap opsin akan berpadu dengan retinal. Semua pigmen penglihatan pada sel kerucut ini disebut <b>photopsin. Tiga jenis </b>sel kerucut, yakni <b>sel kerucut merah</b>, <b>sel kerucut hijau</b>, dan <b>sel kerucut biru </b>bergantung pada jenis photopsinnya. Persepsi otak terhadap warna selain merah, hijau dan biru, bergantung pada rangsang yang didapat dari dua atau tiga jenis sel kerucut. Misalnya, jika sel kerucut merah dan hijau terangsang maka kita akan melihat warna kuning atau oranye. Buta warna disebabkan oleh kerusakan atau tidak terdapatnya satu jenis sel kerucut atau lebih. Di bagian fovea terdapat daerah yang peka terhadap cahaya disebut <b>bintik kuning</b>, sedangkan bagian yang tidak peka terhadap cahaya disebut <b>bintik buta</b>.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b style="background-color: #f4cccc; color: #660000;">2. </b><b style="background-color: #f4cccc; color: #660000;">Alat Indra </b><b style="background-color: #f4cccc; color: #660000;">Telinga</b><br />
Telinga adalah organ yang terspesialisasi menerima rangsang berupa getaran. Selain berfungsi dalam indra pendengaran, telinga juga menentukan keseimbangan posisi kepala. Telinga dibagi menjadi tiga bagian, yaitu <b>bagian luar</b>, <b>bagian tengah</b>, dan <b>bagian dalam </b>(<b>Gambar 9.25</b>).</div><div class="wp-caption alignleft" id="attachment_149" style="width: 160px;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.25-Bagian-telinga-manusia.jpg" target="_blank"><img alt="Gambar 9.25 Bagian telinga manusia" class="wp-image-149 " height="150" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.25-Bagian-telinga-manusia-150x150.jpg" title="Gambar 9.25 Bagian telinga manusia" width="150" /></a><b><br />
</b><i></i></div><div style="text-align: justify;"><b>Gambar 9.25 </b></div><div style="text-align: justify;">Bagian telinga manusia</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>a. </b><b>Telinga Bagian Luar</b><br />
Daun telinga berfungsi memaksimalkan daya tangkap getaran suara. Adapun saluran pendengaran merupakan bagian lubang telinga. Saluran pendengaran mempunyai mekanisme pencegahan masuknya benda asing. Mekanisme tersebut berupa rambut kecil penyaring udara dan melapisi saluran dengan suatu lapisan lilin. Dalam beraktivitas pasti akan selalu ada benda asing yang masuk ke dalam saluran telinga sehingga lapisan lilin menggumpalkannya menjadi kotoran telinga yang disebut dengan <b>serumen</b>.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>b. </b><b>Telinga Bagian Tengah</b><br />
Membran timpani menjadi awal dari saluran telinga bagian tengah. Pada bagian ini, terdapat tulang-<a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/fungsi-dan-klasifikasi-tulang-manusia/">tulang </a>kecil pendengaran yang terdiri atas. <b>Tulang martil </b>(<b>maleus</b>), <b>tulang landasan </b>(<b>incus</b>), dan tulang <b>sanggurdi </b>(<b>stapes</b>). Tulang-tulang tersebut merupakan tulang terkecil yang berada dalam tubuh kita. Namun, ketiga jenis tulang berperan penting dalam perambatan getaran suara di dalam telinga. Dari membran timpani, getaran suara dirambatkan ke tulang martil, lalu ke tulang landasan, dan akhirnya ke tulang sanggurdi yang posisinya melekat dengan sebuah tingkap oval. Di bagian tengah telinga, terdapat saluran Eustachius yang menghubungkan saluran telinga tengah dengan saluran <a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/fungsi-alat-sistem-pencernaan-pada-manusia/">pencernaan </a>di rongga mulut. Saluran tersebut menyeimbangkan tekanan udara yang berada di bagian luar dan dalam telinga sehingga membran timpani tidak terganggu (pecah).</div><div style="text-align: justify;"><br />
</div><div class="wp-caption aligncenter" id="attachment_150" style="width: 160px;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.26-Saluran-telinga-bagian-dalam.jpg" target="_blank"><img alt="Gambar 9.26 Saluran telinga bagian dalam " class=" wp-image-150" height="150" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.26-Saluran-telinga-bagian-dalam-150x150.jpg" title="Gambar 9.26 Saluran telinga bagian dalam" width="150" /></a></div><br />
<div style="text-align: justify;"><b>Gambar 9.26 </b></div><div style="text-align: justify;">Saluran telinga bagian dalam</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>c. </b><b>Telinga Bagian Dalam</b><br />
Di bawah tingkap oval, terdapat membran lainnya, yaitu <b>tingkap bundar</b>. Dari tingkap bundar, getaran dirambatkan ke bagian telinga dalam yang dimulai dari bagian rumah siput (<i>cochlea</i>). Di dalamnya terdapat suatu cairan yang dipisahkan oleh sebuah membran. Di dalam rumah siput terdapat juga rambut-rambut silia yang peka terhadap getaran, serta organ korti yang merupakan organ untuk pendengaran. Getaran akan dirambatkan menuju cairan di dalam rumah siput yang akan menggetarkan membran basal di dalamnya sehingga menyebabkan rambut getar mengalami depolarisasi. Dari bagian rambut getar, kemudian getaran yang datang dari luar diubah menjadi impuls saraf yang akan dikirim ke otak menuju saraf akustik.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>d. </b><b>Saluran Keseimbangan</b><br />
Saluran pendengaran menjadi salah satu organ keseimbangan tubuh. Hal tersebut karena dalam saluran pendengaran terdapat sebuah saluran kecil di atas rumah siput yang disebut <b>kanalis semisirkularis</b>. Kanalis semisiklularis terdiri atas tiga saluran setengah lingkaran. Satu saluran berada dalam posisi horizontal yang disebut <b>ampula</b>, sedangkan dua bagian lainnya dalam posisi vertikal, yaitu <b>skula </b>dan <b>utrikula</b>. Di dalam kanalis semisirkularis terdapat cairan dan rambut getar yang berfungsi sebagai alat pengenal posisi sehingga kita dapat menjaga keseimbangan tubuh. Selain itu, di dalam saluran ini juga terdapat suatu protein dan kalsium karbonat yang ikut menentukan posisi tubuh, yaitu <b>otolit </b>(<b>Gambar 9.27</b>). Bersama dengan cairan yang berada di dalam kanalis semisirkularis, otak dapat memahami posisi tubuh kita dan mempertahankan keseimbangan posisi tubuh.</div><div style="text-align: justify;"><br />
</div><div class="wp-caption alignleft" id="attachment_151" style="width: 160px;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.27-Skema-gerakan-otolit.jpg"><img alt="Gambar 9.27 Skema gerakan otolit" class="wp-image-151 " height="150" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.27-Skema-gerakan-otolit-150x150.jpg" title="Gambar 9.27 Skema gerakan otolit" width="150" /></a></div><br />
<div style="text-align: justify;"><b>Gambar 9.27 </b></div><div style="text-align: justify;">Skema gerakan otolit</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b style="background-color: #f4cccc; color: #660000;"> </b><b style="background-color: #f4cccc; color: #660000;">3. </b><b style="background-color: #f4cccc; color: #660000;">Alat Indra </b><b style="background-color: #f4cccc; color: #660000;">Hidung</b><br />
Selain sebagai alat <a href="http://budisma.web.id/materi/sma/kelas-xii-biologi/pengertian-dan-hasil-proses-respirasi/">respirasi</a>, hidung juga merupakan organ sensorik yang terspesialisasi untuk menangkap rangsang kimia. Di udara, rangsang kimia yang ringan dibawa dalam bentuk gas yang kemudian diterima oleh kemoreseptor berisi silia di hidung yang disebut <b>reseptor olfaktori </b>(<b>Gambar 9.28</b>). Silia tersebut diminyaki oleh lapisan lendir. Pada lapisan membran silia, terdapat <a href="http://budisma.web.id/materi/sma/biologi-kelas-xii/pengertian-macam-macam-enzim-dan-fungsinya/">enzim</a> yang akan mengkatalisis proses perubahan sinyal kimia menjadi impuls saraf sehingga menciptakan perubahan potensial aksi. Impuls saraf yang dihasilkan akan dikirim ke bagian otak, yaitu saraf kranial olfaktori I.</div><div style="text-align: justify;"><br />
</div><div class="wp-caption alignleft" id="attachment_152" style="width: 160px;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.28-Bagian-bagian-hidung.jpg"><img alt="Gambar 9.28 Bagian bagian hidung" class="wp-image-152 " height="150" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.28-Bagian-bagian-hidung-150x150.jpg" title="Gambar 9.28 Bagian bagian hidung" width="150" /></a></div><br />
<div style="text-align: justify;"><b>Gambar 9.28 </b></div><div style="text-align: justify;">Hidung adalah organ sensorik yang dapat menangkap rangsang kimia. Di rongga hidung bagian manakah letak bulbus olfaktori?</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>4. </b><b>Alat Indra </b><b>Lidah</b><br />
Lidah merupakan bagian dari reseptor kimia tubuh lainnya. Organ yang menerima rangsangan ini adalah ujung pengecap yang berada di lidah. Jumlah ujung pengecap ini dapat mencapai 10.000 buah yang tersembunyi di antara tonjolan-tonjolan lidah (papila). Perhatikan <b>Gambar 9.29</b>. Setiap ujung pengecap, memiliki sensitivitas yang berbeda terhadap rasa. Pada dasarnya, rasa sangat beragam sekali, tapi hanya ada empat macam rasa yang umum kita kecap, yaitu manis, asin, asam, dan pahit. Setiap bagian di lidah mempunyai sensitivitas berbeda terhadap sensasi empat rasa tersebut. Setiap sensasi rasa yang diberikan akan diterima oleh reseptor di dalam ujung pengecap yang akan membuat perbedaan potensial sehingga impuls saraf dapat dialirkan ke sistem saraf pusat. Bagian otak yang menerima rangsangan ini adalah saraf kranial VII (fasial) dan saraf kranial IX (glosofaringeal).</div><div align="center" style="text-align: center;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.29-Papila-pada-lidah-manusia.jpg"><img alt="Gambar 9.29 Papila pada lidah manusia" class="aligncenter wp-image-153" height="230" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.29-Papila-pada-lidah-manusia.jpg" title="Gambar 9.29 Papila pada lidah manusia" width="480" /></a><b></b></div><div style="text-align: justify;"><b>Gambar </b><b>9.29 </b> </div><div style="text-align: justify;">Papila pada lidah manusia.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b style="background-color: #f4cccc; color: #660000;">5. </b><b style="background-color: #f4cccc; color: #660000;">Alat Indra </b><b style="background-color: #f4cccc; color: #660000;">Kulit</b><br />
Kulit merupakan reseptor tubuh yang paling luas dan paling pertama menerima informasi dari lingkungan. Di dalam kulit, tersimpan banyak sekali reseptor mekanis (<i>mechanoreceptor</i>) sehingga kita dapat merasakan dingin, panas, tekanan, hingga rasa sakit. Umumnya, reseptor berada di bawah folikel <a href="http://budisma.web.id/materi/sma/biologi-kelas-xi/struktur-dan-fungsi-organ-akar-pada-tumbuhan/">akar</a> rambut sehingga diduga ada hubungan antara rambut di kulit dengan sensitivitas kulit terhadap rasa tertentu. Anda dapat membuktikan bagaimana rasa sakit akibat rambut kaki yang dicabut jika dibandingkan dengan rambut di kepala. Di bawah kulit, setidaknya ada lima jenis sel saraf reseptor yang menerima informasi berbeda (<b>Gambar 9.30</b>), yaitu:</div><ol style="color: blue; text-align: justify;"><li><b>Ruffini</b>, peka terhadap rangsang suhu panas;</li>
<li><b>Krause</b>, peka terhadap rangsang suhu dingin;</li>
<li><b>Paccini</b>, peka terhadap rangsang tekanan, dan sentuhan;</li>
<li><b>Meissner</b>, peka terhadap rangsang tekanan dan sentuhan;</li>
<li>Ujung saraf bebas, peka terhadap rangsang tekanan ringan dan rasa sakit.</li>
</ol><br />
<div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.30-Jenis-sel-saraf-sensoris.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Gambar 9.30 Jenis sel saraf sensoris " class="wp-image-154 " height="200" src="http://www.budisma.web.id/wp-content/uploads/2011/09/Gambar-9.30-Jenis-sel-saraf-sensoris-150x150.jpg" title="Gambar 9.30 Jenis sel saraf sensoris" width="200" /></a></div><div class="wp-caption alignleft" id="attachment_154" style="text-align: center; width: 160px;"><div class="wp-caption-text"> </div></div><b>Gambar 9.30 </b><br />
<div style="text-align: justify;">Jenis sel saraf sensoris yang berada di bawah kulit manusia. </div><div align="center" style="text-align: center;"><b><br />
</b></div><div style="text-align: justify;">Kerja kelima sel saraf tersebut dapat dikelompokkan menjadi tiga tipe reseptor, yaitu termoreseptor (<i>Ruffini </i>dan <i>Krause</i>), mekanoreseptor (<i>Meisner </i>dan <i>Paccini</i>), dan reseptor rasa sakit (ujung saraf bebas). Mekanoreseptor banyak terdapat di ujung jari, bibir, telapak kaki, dan alat kelamin. Reseptor rasa sakit dapat dikatakan sebagai reseptor kimia yang berada di luar hidung dan lidah. Reaksi kerja yang terjadi akibat sensasi rasa sakit di kulit diciptakan oleh pelepasan enzim dari jaringan yang rusak atau terluka sehingga akan mengubah protein tertentu di dalam darah menjadi suatu zat kimia, yaitu <b>bradikinin</b>, yang mengaktifkan reseptor rasa sakit.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal"><b>Kalo teman teman ingin belajar tentang ALAT INDERA dalam bentuk swf, teman teman bisa download <a href="http://www.e-biologi.com/file/sistemindera.swf">di link ini :D</a></b><br />
<br />
<b>kalau teman teman ingin mengukur kemampuan teman tentang materi alat indra, teman teman bisa mengunjungi <a href="http://belajar.kemdiknas.go.id/file_storage/modul_online/MO_48/Flash/quiz.swf">link ini *_*</a></b></div><div class="MsoNormal"><br />
</div></div></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comTalok, Dlanggu, Indonesia-7.577998 112.46329500000002-7.585614 112.45325250000002 -7.570382 112.47333750000001tag:blogger.com,1999:blog-372946826320093198.post-29863068107890171142012-03-21T21:05:00.000+07:002012-03-22T05:13:23.507+07:00Mempercepa Koneksi Browser Mozilla<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="" src="data:image/png;base64,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" /><br />
<div style="font-family: inherit;">
<span style="font-size: small;">buat kawan pengguna browser mozilla, kali ini aku mau share tentang cara buat </span><span style="font-size: small;">mempercepat koneksi
browser mozilla. </span><span style="font-size: small;">Jika kawan browsing di warnet pasti koneksinya dibatasi oleh proxy, tentu kawan akan
merasakan browser kawan sedikit lambat. Ayo,, kita hack browser Mozilla
agar koneksinya berlipat.<br />Ini nih caranya,,, </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br />
</span>
</div>
<div class="MsoNormal" style="font-family: inherit;">
<span style="font-size: small;">1.
Buka Mozilla.<br />
2. Ketikan di addres bar "about:config" <span style="color: red;">(tanpa tanda patik)</span>.<br />
3. Scroll mouse anda kebawah dan cari "network.http.max-connections",
double klik dan masukan nilai "64".<br />
4. Cari "network.http.max-connections-per-server", double klik dan
masukan nilai "21".<br />
5. Cari 'network.http.max-persistent-connections-per-server", double klik
dan masukan nilai "8".<br />
6. Doube klik pada "network.http.pipelining " menjadi
"true".<br />
7. Cari "network.http.pipelining.maxrequests", double klik dan
masukan nilai "100".<br />
8. Double klik pada "network.http.proxy.pipelining" menjadi
"true".<br />
9. Langkah terakhir, klik kanan dimana saja pilih :<br />
New >> integrar >> lalu tulis
"nglayout.initialpaint.delay" (tanpa tanda petik". Kemudian
masukan nilai "0".<br />
<br />
Close Mozilla , kemudian buka lagi dan bandingkan kecepatan nya sebelum melakukan setting tadi.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">gimana? mudah kan?? ayo ,,, silahkan coba,,,</span></div>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-57394360837743337432012-03-10T08:08:00.001+07:002012-03-22T08:45:03.740+07:00LAJU REAKSI<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="clear: left; direction: ltr; float: left; margin-bottom: 1em; margin-right: 1em; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span><span style="color: black; font-family: Arial; font-size: 24pt;">
</span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg85V1NHuYr7_b6rv-3b1OVQBxMUu_yARKUBpuzwrQMnlJI7VqBMxJFcamuhIUe5HPdQqB3rLWpAxKKU1NgxuWgzSSjZVaKHRKys6f8wtnsO4iYA6lvx0iGM4KeOtT_CWCbL767f0b8cf_s/s1600/laju.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg85V1NHuYr7_b6rv-3b1OVQBxMUu_yARKUBpuzwrQMnlJI7VqBMxJFcamuhIUe5HPdQqB3rLWpAxKKU1NgxuWgzSSjZVaKHRKys6f8wtnsO4iYA6lvx0iGM4KeOtT_CWCbL767f0b8cf_s/s1600/laju.jpg" /></a><br />
Sebelum membahas Laju Reaksi, kita akan menyinggung sedikit tentang <u><span style="color: #073763;">KEMOLARAN</span></u><span style="font-size: small;"><b><span style="color: #134f5c; font-family: Arial;"> </span></b></span><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><b><span style="color: #134f5c; font-family: Arial;">Kemolaran</span></b><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">adalah</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">satuan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">konsentrasi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">larutan</span><span style="color: black; font-family: Arial;"> yang </span><span style="color: black; font-family: Arial;">menyatakan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">banyaknya</span><span style="color: black; font-family: Arial;"> mol </span><span style="color: black; font-family: Arial;">zat</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">terlarut</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dalam</span><span style="color: black; font-family: Arial;"> 1 liter </span><span style="color: black; font-family: Arial;">larutan.<span style="font-family: Verdana,sans-serif;"> </span></span><span style="color: black; font-family: "Times New Roman";"><span style="color: #660000; font-family: Arial,Helvetica,sans-serif;">(ingat : setiap liter larutan, bukan pelarut).</span> </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"></span></span><span style="font-size: small;"><b><span style="color: #134f5c; font-family: Arial;"> Kemolaran</span></b><span style="color: black; font-family: Arial;"> (</span><span style="color: black; font-family: Arial; font-style: italic;">M</span><span style="color: black; font-family: Arial;">) </span><span style="color: black; font-family: Arial;">sama</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dengan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">jumlah</span><span style="color: black; font-family: Arial;"> mol (</span><span style="color: black; font-family: Arial; font-style: italic;">n</span><span style="color: black; font-family: Arial;">) </span><span style="color: black; font-family: Arial;">zat</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">terlarut</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dibagi</span><span style="color: black; font-family: Arial;"> volume (</span><span style="color: black; font-family: Arial; font-style: italic;">v</span><span style="color: black; font-family: Arial;">) </span><span style="color: black; font-family: Arial;">larutan. </span></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" height="60" src="data:image/png;base64,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" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"></span></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-style: italic; font-weight: bold;"><br /></span><span style="color: #660000; font-style: italic; font-weight: bold;"> </span></span><br />
<br />
<span style="font-size: small;"><span style="color: #660000; font-style: italic; font-weight: bold;"></span></span><br />
<a name='more'></a><span style="font-size: small;"><span style="color: #660000; font-style: italic; font-weight: bold;">Contoh
soal : </span><span style="color: black;">
</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">
</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Sebanyak
2 gram NaOH (Ar Na = 23, O = 16, H = 1) dilarutkan dalam air </span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">hingga
volume larutan 500 mL. </span><span style="color: black;">Hitung kemolaran ( M ) larutan tersebut!</span><span style="color: black;">
</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black; font-style: italic; font-weight: bold;">Jawab : </span></span>
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Dik : gram
NaOH = 2 gram</span><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;"> Ar NaOH = 23, O = 16, H = 1</span><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;"> Volume = 500 mL = 0,5 L</span><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Dit :
Kemolaran ( M ) = ?</span><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black;"></span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black;">Penyelesaian
: </span></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black;"> </span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcP4EJxdtmdBuMxEQJyxn6tySfh0KQ9DGtrEFrivDnTsF4RtlB_YQXbgojc8BoO7PNW6NWSA52XToGXKZuZEICmZTwUytNlu9Osmrq5qGngXHxdqgVf4OAtZaSByRStDOZA93IFEN5cpYs/s1600/kemolaran.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> <img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcP4EJxdtmdBuMxEQJyxn6tySfh0KQ9DGtrEFrivDnTsF4RtlB_YQXbgojc8BoO7PNW6NWSA52XToGXKZuZEICmZTwUytNlu9Osmrq5qGngXHxdqgVf4OAtZaSByRStDOZA93IFEN5cpYs/s1600/kemolaran.png" /></a><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black;"></span></span><span style="font-size: small;"><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"></span> <br />
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;"></span></span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="color: black;"><br /></span><span style="color: black;"></span></span><span style="color: black; font-family: "Times New Roman"; font-size: 28pt;">
</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: #660000;">Pengenceran</span><span style="color: black;"> </span><span style="color: black;">larutan</span><span style="color: black;"> </span><span style="color: black;">menyebabkan</span><span style="color: black;"> </span><span style="color: black;">konsentrasi</span><span style="color: black;"> </span><span style="color: black;">berubah</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">rumusan</span><span style="color: black;"> :</span></span></div>
<div class="MsoNormal">
<span style="height: 23px; margin-left: 248px; margin-top: 201px; position: absolute; width: 87px; z-index: 251658240;"></span> <span style="color: #660000;">V</span><sub style="color: #660000;">1</sub><span style="color: #660000;">.M</span><sub style="color: #660000;">1 </sub><span style="color: #660000;">= V</span><sub style="color: #660000;">2.
</sub><span style="color: #660000;">M</span><sub style="color: #660000;">2</sub></div>
<div style="color: #660000; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="font-family: Arial;"> </span></span>
</div>
<div class="MsoNormal">
<span style="height: 23px; left: 242px; margin-left: 248px; margin-top: 201px; position: absolute; top: 627px; width: 87px; z-index: 251658240;"></span>V<sub>1</sub>.M<sub>1 </sub>= <sub>Volume dan konsentrasi larutan awal</sub></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="height: 23px; margin-left: 248px; margin-top: 201px; position: absolute; width: 87px; z-index: 251658240;"></span>V<sub>2.
</sub>M<sub>2 = Volume dan konsentrasi larutan hasil pengenceran.</sub></div>
<div class="MsoNormal">
<sub><br /></sub></div>
<div class="MsoNormal">
<sub>Contoh Soal:</sub></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZu3i-_xbZFsKC7zLxOsIO0nQO5h8XFwNnVHhgnmfBPVY2C2k0U0FbeAnhfsBGaM6kAr0xfCDBlOo35VQkMjRuB3J1veEfgFXfdWYo_OXnb8pUeYgm6bGDtuaqSp_v-hhjJBewuptqc68g/s1600/kemolaran.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZu3i-_xbZFsKC7zLxOsIO0nQO5h8XFwNnVHhgnmfBPVY2C2k0U0FbeAnhfsBGaM6kAr0xfCDBlOo35VQkMjRuB3J1veEfgFXfdWYo_OXnb8pUeYgm6bGDtuaqSp_v-hhjJBewuptqc68g/s320/kemolaran.png" width="320" /></a></div>
<div class="MsoNormal">
<sub><br /></sub></div>
<div class="MsoNormal">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: #660000;">Pencampuran</span><span style="color: black;"> </span><span style="color: black;">larutan</span><span style="color: black;"> </span><span style="color: black;">sejenis</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">konsentrasi</span><span style="color: black;"> </span><span style="color: black;">berbeda</span><span style="color: black;"> </span><span style="color: black;">menghasilkan</span><span style="color: black;"> </span><span style="color: black;">konsentrasi</span><span style="color: black;"> </span><span style="color: black;">baru</span><span style="color: black;">, </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">rumusan</span><span style="color: black;"> :</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOYxa9W9t6WAGIWUaaC1CpxZBmT8vOb1GU9WOTOQXAcWGyGjD16Oj5ZrDT94Q9Nx6pOT1Py-rkxT-6pzziE8NHPb_fZBnWtnngaNrS2LUeW2NM7hYcQZWb75dYunQ-LYAdGk3VfwwvE0g/s1600/kemolaran.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="68" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOYxa9W9t6WAGIWUaaC1CpxZBmT8vOb1GU9WOTOQXAcWGyGjD16Oj5ZrDT94Q9Nx6pOT1Py-rkxT-6pzziE8NHPb_fZBnWtnngaNrS2LUeW2NM7hYcQZWb75dYunQ-LYAdGk3VfwwvE0g/s320/kemolaran.png" width="320" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<b><span style="color: #660000;">LAJU REAKSI </span></b></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial; font-size: 24pt;"><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Laju reaksi menyatakan
laju perubahan konsentrasi zat-zat komponen reaksi setiap satuan waktu:</span> </span></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkfXy-SqVyGFGZ1-xps0mvN1LbV062coW24-xS5Bu1XQvLVkRNCbJVo6Zw-d3gnIwAOaN-K2sbCggd4ahfcbvtrMA0kAmKgleaGlnk6I8tlxE3pdJ75lwta0F1tMg_KEe6xmRdyInhNjg/s1600/kemolaran.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkkfXy-SqVyGFGZ1-xps0mvN1LbV062coW24-xS5Bu1XQvLVkRNCbJVo6Zw-d3gnIwAOaN-K2sbCggd4ahfcbvtrMA0kAmKgleaGlnk6I8tlxE3pdJ75lwta0F1tMg_KEe6xmRdyInhNjg/s1600/kemolaran.png" /> </a> <span style="font-size: small;"> </span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-size: small;">•<span style="color: black;">Laju pengurangan
konsentrasi pereaksi per satuan waktu</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-left: 0.39in; margin-top: 0pt; text-align: left; text-indent: -0.39in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">•<span style="color: black;">Laju penambahan
konsentrasi hasil reaksi per satuan waktu</span><span style="color: black;">
</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><br />
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .39in; margin-top: 0pt; text-align: left; text-indent: -.39in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">•</span><span style="color: black; font-family: Arial,Helvetica,sans-serif;">Perbandingan laju perubahan masing-masing komponen sama dengan perbandingam koefisien reaksinya</span></span><span style="color: black; font-family: Arial; font-size: 24pt;">
</span></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial; font-size: 24pt;"></span><b><span style="color: #660000; font-size: small;">******</span></b></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Tujuan</span><span style="color: black;"> </span><span style="color: black;">dari</span><span style="color: black;"> </span><span style="color: black;">mempelajari</span><span style="color: black;"> </span><span style="color: black;">laju</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;"> </span><span style="color: black;">adalah</span><span style="color: black;"> </span><span style="color: black;">untuk</span><span style="color: black;"> </span><span style="color: black;">dapat</span><span style="color: black;"> </span><span style="color: black;">memprediksi</span><span style="color: black;"></span></span><span style="color: black;"><span style="font-size: small;"> </span></span><span style="color: black;">laju</span><span style="color: black;"> </span><span style="color: black;">suatu</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;">. </span>Hal tersebut dapat
dilakukan dengan hitunga<span style="font-size: small;">n <span style="color: black;">matematis melalui hukum laju. Sebagai contoh,
pada reaksi: </span></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<img alt="" height="27" src="data:image/png;base64,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" width="200" /></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Dimana A dan B adalah
pereaksi, C dan D adalah produk dan a,b,c,d</span></span><span style="color: black;"><span style="font-size: small;"> </span>adalah koefisien penyetaraan reaksi, maka </span><span style="color: black; font-weight: bold;">hukum lajunya </span>dapa<span style="font-size: small;">t <span style="color: black;">dituliskan sebagai
berikut:</span></span>
</div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"></span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
</div>
<span style="font-size: small;"> </span><b> <span style="color: #660000;"> Laju reaksi = k [A]</span><sup style="color: #660000;">m</sup><span style="color: #660000;">
[B]</span><sup style="color: #660000;">n</sup></b><span style="font-size: small;"><span style="color: #660000;"> </span> </span><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
</div>
<b><sup></sup></b><br />
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;"> </span></span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">k = tetapan laju, dipengaruhi suhu dan katalis
(jika ada)</span><span style="color: black;">
</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">m = orde (tingkat) reaksi terhadap pereaksi A</span><span style="color: black;">
</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">n = orde (tingkat) reaksi terhadap pereaksi</span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">
</span></div>
<div style="direction: ltr; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.5in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">[A], [B] = konsentrasi
dalam molaritas.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial; font-size: 24pt;">
</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<table border="0"><tbody>
<tr><td align="center" valign="top" width="3%"><br /></td><td valign="top" width="97%"><br /></td></tr>
<tr><td align="center" valign="top" width="3%"><br /></td><td valign="top" width="97%"><br /></td></tr>
</tbody></table>
<span style="font-size: small;"><span style="color: black; font-family: Arial;"><b style="font-family: Times,"Times New Roman",serif;"><i><span style="color: #660000;">FAKTOR YANG MEMPENGARUHI LAJU REAKSI</span></i></b></span></span><br />
<span style="font-size: large;"><span style="color: black; font-family: Arial;"><b style="font-family: Times,"Times New Roman",serif;"><span style="color: #660000;"><span style="color: #20124d;"> <span style="font-size: small;">1. SUHU</span></span></span></b></span></span><br />
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">Kenaikan suhu dapat
mempercepat laju reaksi karena dengan naiknya suhu energi kinetik partikel
zat-zat meningkat sehingga memungkinkan semakn banyaknya tumbukan efektif yang
menghasilkan perubahan.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">Hubungan Kuntitatif perubahan suhu terhadap laju reaksi:</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">Hubungan ini ditetapkan dari suatu percobaan, misal
diperoleh data sebagai berikut:</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuv5QjcENhZFIWa9o5nbYZWPRYLHpjwpnzNhOFzY5u68nZWvvuLVs36MPbh9mLvH8VjOS3BFQZ-F2o9hobvbEOhoqVC_unQEtrsngNbgzSjXSwNZsvd0miz13IEAIIl1VUlBBmAiJ0z2qt/s1600/kemolaran.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuv5QjcENhZFIWa9o5nbYZWPRYLHpjwpnzNhOFzY5u68nZWvvuLVs36MPbh9mLvH8VjOS3BFQZ-F2o9hobvbEOhoqVC_unQEtrsngNbgzSjXSwNZsvd0miz13IEAIIl1VUlBBmAiJ0z2qt/s320/kemolaran.png" width="320" /></a></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;"></span><span style="color: black; font-family: Arial;">Dari data diperoleh hubungan:</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">Setiap kenaikan suhu 10 </span><span style="color: black; font-family: Arial; vertical-align: super;">o</span><span style="color: black; font-family: Arial;">C,
maka laju mengalami kenaikan 2 kali semula, maka secara matematis dapat
dirumuskan:</span><span style="color: black; font-family: Arial;">
</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">
</span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGfO5pxxXz3fS-7JLUL0Np2R-PXdmXA_1wk-TMn7vr19DtUKLnq2wAZ4jlOHfW7Oczr07v6Vb6WWtbRq4Vv0qtkFOpqzFQnTHV4cztjzfiiZqAVjuv-D35viFUxzVZuM8uzka6rNVxU0FY/s1600/kemolaran.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGfO5pxxXz3fS-7JLUL0Np2R-PXdmXA_1wk-TMn7vr19DtUKLnq2wAZ4jlOHfW7Oczr07v6Vb6WWtbRq4Vv0qtkFOpqzFQnTHV4cztjzfiiZqAVjuv-D35viFUxzVZuM8uzka6rNVxU0FY/s1600/kemolaran.png" /></a></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;"></span><i style="color: #073763;"><span style="font-family: Arial;">V</span><span style="font-family: Arial; vertical-align: sub;">t</span><span style="font-family: Arial;"> = </span><span style="font-family: Arial;">laju</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">reaksi</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">pada</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">suhu</span><span style="font-family: Arial;"> t</span></i></div>
<i style="color: #073763;">
</i><br />
<div style="color: #073763; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<i><span style="font-family: Arial;">V</span><span style="font-family: Arial; vertical-align: sub;">o</span><span style="font-family: Arial;"> = </span><span style="font-family: Arial;">laju</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">reaksi</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">pada</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">suhu</span><span style="font-family: Arial;"> </span><span style="font-family: Arial;">awal</span><span style="font-family: Arial;"> (t</span><span style="font-family: Arial; vertical-align: sub;">o</span><span style="font-family: Arial;">).</span></i></div>
<div style="color: #073763; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="color: #073763; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: #20124d; font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"><b>3. Konsentrasi</b></span></span><i><span style="font-family: Arial;"><span style="color: #660000; font-family: Times,"Times New Roman",serif; font-size: large;"><b> </b></span></span></i></div>
<div style="color: #073763; direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">Konsentrasi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">mempengaruhi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">laju</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaksi</span><span style="color: black; font-family: Arial;">, </span><span style="color: black; font-family: Arial;">karena</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">banyaknya</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">partikel</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">memungkinkan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">lebih</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">banyak</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">tumbukan</span><span style="color: black; font-family: Arial;">, </span><span style="color: black; font-family: Arial;">dan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">itu</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">membuka</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">peluang</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">semakin</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">banyak</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">tumbukan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">efektif</span><span style="color: black; font-family: Arial;"> yang </span><span style="color: black; font-family: Arial;">menghasilkan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">perubahan</span><span style="color: black; font-family: Arial;">.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;"> <span style="font-family: Times,"Times New Roman",serif;"> </span><i style="font-family: Times,"Times New Roman",serif;">ILLUSTRATION</i></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">Mana</span><span style="color: black; font-family: Arial;"> yang </span><span style="color: black; font-family: Arial;">lebih</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">mungkin</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">terjadi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">tabrakan</span><span style="color: black; font-family: Arial;">, </span><span style="color: black; font-family: Arial;">di</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">jalan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">lenggang</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">atau</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dijalanan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">padat</span><span style="color: black; font-family: Arial;">?</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;"><i style="font-family: Times,"Times New Roman",serif;"> </i></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Arial;">
</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span><img alt="" src="data:image/png;base64,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" /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">Hubungan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">kuantitatif</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">perubahan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">konsentrasi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dengan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">laju</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaksi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">tidak</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dapat</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">ditetapkan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">dari</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">persamaan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaksi</span><span style="color: black; font-family: Arial;">, </span><span style="color: black; font-family: Arial;">tetapi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">harus</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">melalui</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">percobaan</span><span style="color: black; font-family: Arial;">. </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">
</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">Dalam</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">penetapan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">laju</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaksi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">ditetapkan</span><span style="color: black; font-family: Arial;"> yang </span><span style="color: black; font-family: Arial;">menjadi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">patokan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">adalah</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">laju</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">perubahan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">konsentrasi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaktan</span><span style="color: black; font-family: Arial;">.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">
</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;">Ada</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaktan</span><span style="color: black; font-family: Arial;"> yang </span><span style="color: black; font-family: Arial;">perubahan</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">konsentrasinya</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">tidak</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">mempengaruhi</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">laju</span><span style="color: black; font-family: Arial;"> </span><span style="color: black; font-family: Arial;">reaksi</span><span style="color: black; font-family: Arial;">: </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<img alt="" src="data:image/png;base64,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" /><span style="font-size: small;"><span style="color: black; font-family: Arial;"> </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: large;"><span style="color: #660000; font-family: Times,"Times New Roman",serif; font-weight: bold;">Orde Reaksi</span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">Orde
reaksi adalah banyaknya faktor konsentrasi zat reaktan yang mempengaruhi
kecepatan reaksi.<br /> </span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">**Penentuan orde reaksi <i>tidak dapat </i>diturunkan dari persamaan
reaksi tetapi hanya dapat ditentukan berdasarkan percobaan.</span><span style="font-size: large;"><span style="color: #660000; font-family: Times,"Times New Roman",serif; font-weight: bold;"> </span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">Suatu reaksi yang diturunkan secara eksperimen dinyatakan dengan
rumus kecepatan reaksi : </span></div>
<div class="separator" style="clear: both; text-align: left;">
<b><span style="color: #660000; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"> v
= k (A) (B) <sup> 2</sup></span></b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><b><span style="color: #660000;"> </span></b></span></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">persamaan tersebut mengandung pengertian reaksi <span style="color: #660000;">orde 1</span> terhadap
<span style="color: #660000;">zat A</span> dan merupakan reaksi <span style="color: #660000;">orde 2</span> terhadap <span style="color: #660000;">zat B</span>. Secara keselurahan
reaksi tersebut adalah reaksi <span style="color: #660000;">orde 3.</span></span>
</div>
<br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><i>Contoh
soal:</i></span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">Dari
reaksi 2NO(g) + Br<sub>2</sub>(g) <span style="font-family: Symbol;">®</span>
2NOBr(g)</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">dibuat
percobaan dan diperoleh data sebagai berikut:</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyONpkpYZ6HgZjOG6EJ_4KqvTto3TXvDaC85QHmTMrk7ISa3bDtmEFz7IsfMtCEH-JNH9SL4PWRDY7a9xpCHTY_3KC4X6mNthdcXWVofZPoOlrYvQe9zP1WaJDPtrctfZIDCHG3Mf2nOAO/s1600/kemolaran.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyONpkpYZ6HgZjOG6EJ_4KqvTto3TXvDaC85QHmTMrk7ISa3bDtmEFz7IsfMtCEH-JNH9SL4PWRDY7a9xpCHTY_3KC4X6mNthdcXWVofZPoOlrYvQe9zP1WaJDPtrctfZIDCHG3Mf2nOAO/s400/kemolaran.png" style="cursor: move;" width="400" /></a><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"> </span><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><i>
Pertanyaan:</i></span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">
a. Tentukan orde reaksinya !<br />
b. Tentukan harga k (tetapan laju reaksi) !</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">
<i> Jawab:</i></span><br />
<table border="0"><tbody>
<tr>
<td align="center" valign="top" width="3%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">a.</span></td>
<td valign="top" width="97%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">
Pertama-tama kita misalkan rumus kecepatan reaksinya adalah
V = k(NO)<sup>x</sup>(Br<sub>2</sub>)<sup>y</sup> : jadi
kita harus mencari nilai x den y.<br />
Untuk menentukan nilai x maka kita ambil data dimana konsentrasi
terhadap Br2 tidak berubah, yaitu data (1) dan (4).<br />
Dari data ini terlihat konsentrasi NO naik 2 kali sedangkan
kecepatan reaksinya naik 4 kali maka :</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">2<sup>x</sup>
= 4 <span style="font-family: Symbol;">®</span> x = 2 (reaksi
orde 2 terhadap NO)<br />
<br />
Untuk menentukan nilai y maka kita ambil data dimana konsentrasi
terhadap NO tidak berubah yaitu data (1) dan (2). Dari data
ini terlihat konsentrasi Br<sub>2</sub> naik 2 kali, sedangkan
kecepatan reaksinya naik 2 kali, maka :</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">2<sup>y</sup>
= 2 <span style="font-family: Symbol;">®</span> y = 1 (reaksi
orde 1 terhadap Br<sub>2</sub>)<br />
<br />
Jadi rumus kecepatan reaksinya : V = k(NO)<sup>2</sup>(Br<sub>2</sub>)
(reaksi orde 3)<br />
<br />
</span></td>
</tr>
<tr>
<td align="center" valign="top" width="3%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">b.</span></td>
<td valign="top" width="97%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">Untuk
menentukan nilai k cukup kita ambil salah satu data percobaan
saja misalnya data (1), maka:</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">V
= k(NO)<sup>2</sup>(Br<sub>2</sub>)<br />
12 = k(0.1)<sup>2</sup>(0.1)</span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;">k
= 12 x 10<sup>3</sup> mol<sup>-2</sup>1<sup>2</sup>det<sup>-1</sup></span></td></tr>
</tbody></table>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br />
<span style="color: #20124d; font-size: small;"><b><span style="font-family: Times,"Times New Roman",serif;">3. Luas Permukaan</span></b></span><br />
<img alt="" height="115" src="data:image/png;base64,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" width="200" /><br />
<div style="font-family: Times,"Times New Roman",serif;">
<span style="font-size: small;"><span style="color: black;">Bila</span><span style="color: black;"> </span><span style="color: black;">kubus</span><span style="color: black;"> 1 cm3 </span><span style="color: black;">dipecah</span><span style="color: black;"> </span><span style="color: black;">menjadi</span><span style="color: black;"> </span><span style="color: black;">dua</span><span style="color: black;">, </span><span style="color: black;">maka</span><span style="color: black;"> </span><span style="color: black;">luas</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">sentuh</span><span style="color: black;"> </span><span style="color: black;">meningkat</span><span style="color: black;"> </span><span style="color: black;">dua</span><span style="color: black;"> </span><span style="color: black;">kalinya</span><span style="color: black;">, </span><span style="color: black;">dan</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">sentuh</span><span style="color: black;"> </span><span style="color: black;">tadi</span><span style="color: black;"> </span><span style="color: black;">bereaksi</span><span style="color: black;"> </span><span style="color: black;">dengan</span><span style="color: black;"> </span><span style="color: black;">cairan</span><span style="color: black;"> </span><span style="color: black;">atau</span><span style="color: black;"> gas. Hal </span><span style="color: black;">ini</span><span style="color: black;"> </span><span style="color: black;">merupakan</span><span style="color: black;"> </span><span style="color: black;">contoh</span><span style="color: black;"> </span><span style="color: black;">bagaimana</span><span style="color: black;"> </span><span style="color: black;">penurunan</span><span style="color: black;"> </span><span style="color: black;">ukuran</span><span style="color: black;"> </span><span style="color: black;">partikel</span><span style="color: black;"> </span><span style="color: black;">dapat</span><span style="color: black;"> </span><span style="color: black;">memperluas</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">sentuh</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;">.</span> </span></div>
<br />
<br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<i><span style="font-size: small;"><span style="color: black;">Luas</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">mempercepat</span><span style="color: black;"> </span><span style="color: black;">laju</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;"> </span><span style="color: black;">karena</span><span style="color: black;"> </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">luas</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;">, </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">banyak</span><span style="color: black;"> </span><span style="color: black;">bagian</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;"> yang </span><span style="color: black;">saling</span><span style="color: black;"> </span><span style="color: black;">bertumbukan</span><span style="color: black;"> </span><span style="color: black;">dan</span><span style="color: black;"> </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">besar</span><span style="color: black;"> </span><span style="color: black;">peluang</span><span style="color: black;"> </span><span style="color: black;">adanya</span><span style="color: black;"> </span><span style="color: black;">tumbukan</span><span style="color: black;"> </span><span style="color: black;">efektif</span><span style="color: black;"> </span><span style="color: black;">menghasilkan</span><span style="color: black;"> </span><span style="color: black;">perubahan</span><span style="color: black;">
</span></span></i></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<i><span style="font-size: small;"><span style="color: black;">
</span></span></i></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<i><span style="font-size: small;"><span style="color: black;">Semakin</span><span style="color: black;"> </span><span style="color: black;">luas</span><span style="color: black;"> </span><span style="color: black;">permukaan</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;">, </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">kecil</span><span style="color: black;"> </span><span style="color: black;">ukuran</span><span style="color: black;"> </span><span style="color: black;">partikel</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;">. </span><span style="color: black;">Jadi</span><span style="color: black;"> </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">kecil</span><span style="color: black;"> </span><span style="color: black;">ukuran</span><span style="color: black;"> </span><span style="color: black;">partikel</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;">, </span><span style="color: black;">reaksi</span><span style="color: black;"> pun </span><span style="color: black;">akan</span><span style="color: black;"> </span><span style="color: black;">semakin</span><span style="color: black;"> </span><span style="color: black;">cepat</span><span style="color: black;">.</span></span></i></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="color: #20124d; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<b><span style="font-size: small;"><i>4 .</i>Katalis</span></b><br />
<br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Katalis</span><span style="color: black;"> </span><span style="color: black;">adalah</span><span style="color: black;"> </span><span style="color: black;">zat</span><span style="color: black;"> yang </span><span style="color: black;">dapat</span><span style="color: black;"> </span><span style="color: black;">mempercepat</span><span style="color: black;"> </span><span style="color: black;">laju</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;">.</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Ada</span><span style="color: black;"> 2 </span><span style="color: black;">jenis</span><span style="color: black;"> </span><span style="color: black;">katalis</span><span style="color: black;"> :</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">1.<span style="color: black;">Katalis</span><span style="color: black;"> </span><span style="color: black;">aktif</span><span style="color: black;"> </span><span style="color: black;">yaitu</span><span style="color: black;"> </span><span style="color: black;">katalis</span><span style="color: black;"> yang </span><span style="color: black;">ikut</span><span style="color: black;"> </span><span style="color: black;">terlibat</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;"> </span><span style="color: black;">dan</span><span style="color: black;"> </span><span style="color: black;">pada</span><span style="color: black;"> </span><span style="color: black;">akhir</span><span style="color: black;"> </span><span style="color: black;">rekasi</span><span style="color: black;"> </span><span style="color: black;">terbentuk</span><span style="color: black;"> </span><span style="color: black;">kembali</span><span style="color: black;">.</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">2.<span style="color: black;">Katalis</span><span style="color: black;"> </span><span style="color: black;">pasif</span><span style="color: black;"> </span><span style="color: black;">yaitu</span><span style="color: black;"> </span><span style="color: black;">katalis</span><span style="color: black;"> yang </span><span style="color: black;">tidak</span><span style="color: black;"> </span><span style="color: black;">ikut</span><span style="color: black;"> </span><span style="color: black;">bereaksi</span><span style="color: black;">, </span><span style="color: black;">hanya</span><span style="color: black;"> </span><span style="color: black;">sebagai</span><span style="color: black;"> media </span><span style="color: black;">reaksi</span><span style="color: black;"> </span><span style="color: black;">saja</span><span style="color: black;">.</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">
</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-left: .38in; margin-top: 0pt; text-align: left; text-indent: -.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Times,"Times New Roman",serif;">Bagaimana katalis bekerja akan dibahas pada teori tumbukan</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Times,"Times New Roman",serif;"><i><b>Jika teman teman ingin belajar mengenai FAKTOR yang MEMPENGARUHI LAJU REAKSI dalam bentuk swf, teman teman bisa download <a href="http://belajar.kemdiknas.go.id/file_storage/materi_pokok/MP_397/Flash/LajuReaksi.swf">disini ^_^</a></b></i> </span></span><span style="color: black; font-family: Arial; font-size: 20pt;">
</span></div>
<div style="color: #20124d; font-family: Georgia,"Times New Roman",serif; text-align: center;">
<br /></div>
<div style="color: #20124d; font-family: Georgia,"Times New Roman",serif; text-align: center;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: large;"><i style="color: #20124d;"><span style="font-family: Georgia,"Times New Roman",serif; font-weight: bold;">Teori Tumbukan</span></i></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">laju</span><span style="color: black;"> </span><span style="color: black;">reaksi</span><span style="color: black;"> </span><span style="color: black;">akan</span><span style="color: black;"> </span><span style="color: black;">bergantung</span><span style="color: black;"> </span><span style="color: black;">pada</span><span style="color: black;"> </span><span style="color: black;">tiga</span><span style="color: black;"> </span><span style="color: black;">hal</span><span style="color: black;"> </span><span style="color: black;">berikut</span><span style="color: black;">:</span><span style="color: black;">
</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">1.<span style="color: black;">Frekuensi</span><span style="color: black;"> </span><span style="color: black;">tumbukan</span><span style="color: black;">
</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">2.<span style="color: black;">Fraksi tumbukan yang
melibatkan partikel dengan energi cukup</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">3.<span style="color: black;">Fraksi partikel dengan
energi cukup yang bertumbukan dengan arah</span></span></div>
<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;">
</span></span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;"> yang tepat.</span></span></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="color: #4c1130; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<b><span style="font-size: small;">Syarat-syarat terjadinya
suatu reaksi :</span></b></div>
<span style="font-family: Times,"Times New Roman",serif; font-size: small;">
</span><br />
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-style: italic; font-weight: bold;">1. tumbukan efektif</span></span></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<img alt="" height="99" src="data:image/png;base64,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" width="200" /><span style="font-size: small;"><span style="color: black; font-style: italic; font-weight: bold;"> </span></span></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; tab-stops: left 13.5pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Verdana; font-size: 14pt; font-weight: bold;"> </span><span style="color: black; font-family: Times,"Times New Roman",serif; font-size: small;"> </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Times,"Times New Roman",serif; font-size: small;">Tumbukan yang efektif
terjadi bila atom K bertumbukan dengan</span><span style="color: black; font-family: Times,"Times New Roman",serif; font-size: small;"></span><span style="font-family: Times,"Times New Roman",serif; font-size: small;"><span style="color: black;"> atom I, karena ukuran atomnya sama</span></span>.</div>
<span style="font-size: small;"><span style="color: black; font-family: Verdana;"></span></span><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<img alt="" height="128" src="data:image/png;base64,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" width="200" /><span style="font-size: small;"><span style="color: black; font-family: Verdana;"> </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">Makin banyak molekul
yang bereaksi, makin banyak</span><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"></span></span><span style="font-size: small;"> </span>kemungkinan terjadi tumbukan untuk menghasilkan<span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"></span></span><span style="font-size: small;"> molekul hasil reaksi.</span>
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Verdana;"> </span></span>
</div>
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="font-style: italic; font-weight: bold;">2. energi tumbukan yang cukup</span></span></div>
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">Energi minimum yang
harus dimiliki oleh partikel pereaksi sehingga menghasilkan tumbukan efektif
disebut <span style="font-weight: bold;">energy</span> <span style="font-weight: bold;">pengaktifan
</span>(<span style="font-weight: bold;">Ea </span>= energi aktivasi).Semua
reaksi, eksoterm atau endoterm, memerlukan energy pengaktifan.
</span></div>
<span style="font-size: small;"><span style="color: black; font-family: Times,"Times New Roman",serif;">
</span><span style="color: black; font-family: Times,"Times New Roman",serif;">Energi pengaktifan
ditafsirkan sebagai energi penghalang (barier) antara pereaksi dan produk.
Pereaksi harus didorong sehingga dapat melewati energi penghalang tersebut baru
kemudian dapat berubah menjadi produk. Profil diagram energi pada reaksi
eksoterm dan endoterm diberikan pada </span><span style="color: black; font-family: Times,"Times New Roman",serif; font-weight: bold;">Gambar.</span></span></div>
<div style="color: #20124d; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<img alt="" height="124" src="data:image/png;base64,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" width="320" /><span style="font-size: small;"><span style="color: black; font-family: Times,"Times New Roman",serif; font-weight: bold;"> </span></span><br />
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="font-style: italic; font-weight: bold;"></span> </span></div>
<div style="color: black; direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-top: 0pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;">Energi pengaktifan untuk
reaksi eksoterm (a) dan reaksi endoterm (b)</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: black; font-family: Verdana; font-size: 14pt;">
</span></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<br /></div>
<div style="direction: ltr; font-family: Times,"Times New Roman",serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black;">Thank's for visiting my Blog.... semoga Bermanfaat... @_@ </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: center; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: large;"><i style="color: #20124d;"><span style="font-family: Georgia,"Times New Roman",serif; font-weight: bold;"> </span></i></span><span style="color: black; font-family: Verdana; font-size: 24pt;"> </span></div>
</div>
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
</div>
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><span style="color: black; font-family: Arial;"></span></span></div>
<div style="direction: ltr; language: en-US; margin-bottom: 0pt; margin-top: 0pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: small;"><b><span style="color: #134f5c; font-family: Arial;"></span></b><span style="color: black; font-family: Arial;"></span></span></div>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-61614427296017997062012-03-09T16:03:00.001+07:002012-03-22T08:45:25.104+07:00TERMOKIMIA<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsISAjAUgmBDIVKf6E7f58Zk1gC261SUGfoMpRhyphenhyphen1GKBxyzBa1mOkyBlM7o8yOlfdr34BE0qmYBmI-G-n28vwWVCH37pqsNg2317OCO3nI8N0MDTSncef2UDBBQV-yU07lfWJTsfbp3R3c/s1600/termo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsISAjAUgmBDIVKf6E7f58Zk1gC261SUGfoMpRhyphenhyphen1GKBxyzBa1mOkyBlM7o8yOlfdr34BE0qmYBmI-G-n28vwWVCH37pqsNg2317OCO3nI8N0MDTSncef2UDBBQV-yU07lfWJTsfbp3R3c/s1600/termo.jpg" /></a></div>
Termokimia mempelajari perubahan energi yang menyertai reaksi kimia.<br />
-Sistem<br />
-Lingkungan<br />
-Reaksi Endoterm dan Eksoterm<br />
-Entalpi ( H )<br />
<span style="color: #7f6000;"> Sistem Dan Lingkungan</span> <br />
<span style="color: purple;">Sistem</span><br />
Segala sesuatu yang dipelajari perubahan energinya (panas)<br />
<br />
<a name='more'></a><br />
Sistem terdiri dari:<br />
* Sistem Terbuka => terjadi pertukaran massa dan energi dengan alam sekitarnya<br />
* Sistem Tertutup =>terjadi pertukaran energi hanya pada dalam sistem tersebut<br />
* Sistem Terisolasi => tidak memungkinkan terjadinya pertukaran, baik energi maupun <br />
massa<br />
<br />
<span style="color: purple;">Lingkungan </span><br />
segala sesuatu yang berada di sekitar sistem.<br />
<br />
<span style="color: purple;">Entalpi </span><br />
<div class="MsoNormal">
Energi panas yanng terkandung dalam suatu zat pada suhu 25 <sup>o </sup>C</div>
dan tekanan atmosfer.<br />
<br />
<span style="color: purple;">Proses</span><br />
*> Cara melaksanakan suatu perubahan keadaan sistem melalui jalan tertentu:8<br />
* Proses Isotermis => proses perpindahan kalor dari sistem ke lingkungan atau sebaliknya, suhu sistem tetap<br />
* Proses Adiabatis => proses dimana tidak ada panas yang masuk atau keluar dari sistem<br />
* Proses Reversibel => proses yang terjadi bila perubahan dilakukan dengan sangat lambat sehingga suhu dan tekanan sistem selalu dalam keadaan kesetimbangan dengan lingkungannya <br />
* Proses Irreversibel => Proses yang terjadi bila sistem tidak selalu sitimbang dengan lingkungannya<br />
<div style="color: #7f6000;">
<br /></div>
<span style="color: #7f6000;">Hukum I Termodinamika</span><br />
<br />
<div class="MsoNormal">
<span style="color: #351c75;">U</span><sub style="color: #351c75;">2 </sub><span style="color: #351c75;"> - U</span><sub style="color: #351c75;">1
</sub><span style="color: #351c75;">= Δ
U = q + w</span></div>
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11pt;">U<sub>1 </sub></span>= energi dalam, pada keadaan awal<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11pt;">U<sub>2</sub></span> = energi dalam, pada keadaan akhir<br />
q = kalor yang menyertai reaksi kimia<br />
<br />
<span style="color: #351c75;">q = m.c.Δt</span><br />
<br />
q +, sistem menyerap kalor<br />
q - , sistem membebaskan kalor<br />
w = kerja yang dilakukan oleh atau pada sistem w +, sistem menerima kerja<br />
w -, sistem melakukan kerja<br />
<span style="color: #351c75;"> </span><br />
<span style="color: #351c75;"> w = P . ΔV</span><br />
<span style="color: #351c75;"><br /></span><br />
<span style="color: #351c75;"><span style="color: purple;">Energi Dalam dan Entalpi</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV06Az-cpX4UknGmumrO_ZqqXyanSTvkDZhkQQU2VoIh3HZUT1DF8lxEPDpkF-nRxW5Mdj_TUAmkd_ZBwG-jrhM4hWjuQzpBWJr7NMqY3tGRzeKH9KUgmPyf1ChFQB6rhsPIuyuaovzSpt/s1600/Entalpi+pembentukan.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV06Az-cpX4UknGmumrO_ZqqXyanSTvkDZhkQQU2VoIh3HZUT1DF8lxEPDpkF-nRxW5Mdj_TUAmkd_ZBwG-jrhM4hWjuQzpBWJr7NMqY3tGRzeKH9KUgmPyf1ChFQB6rhsPIuyuaovzSpt/s1600/Entalpi+pembentukan.png" /></a></div>
Hubungan <span style="color: #990000;">ΔU dan ΔH</span><br />
<span style="color: black;">Untuk fase padat dan cair<br /><span style="color: #660000;">ΔU = ΔH</span><br />Untuk fase gas<br /><span style="color: #660000;">ΔH = ΔU + Δn . R . T</span><br /><span style="color: #660000;">Δn = mol gas hasil reaksi – mol gas pereaksi </span></span><br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="background-color: #fce5cd; color: black;">Reaksi ENdoterm dan Eksoterm</span><br />
<div style="color: #a2c4c9;">
</div>
<span style="background-color: #fce5cd; color: #a2c4c9;"></span><br />
<span style="color: #073763;">Reaksi Eksoterm</span> => Reaksi kimia yang disertai pelepasan panas (perubahan panas dari sistem ke lingkungan)<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGEKcorBHeBZVWTe0vDdRmN21hFzfxAJte0WBM_mICw-lW8sJOZ_Dl467E50m48SIwIfO7PMefPa4Y_KKRit-ZTglciS-h1j-cwDFeSF0-p4X8fhVg1kv2tRQilYt2S-h98c4JAQc7SkK/s1600/Entalpi+pembentukan.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGEKcorBHeBZVWTe0vDdRmN21hFzfxAJte0WBM_mICw-lW8sJOZ_Dl467E50m48SIwIfO7PMefPa4Y_KKRit-ZTglciS-h1j-cwDFeSF0-p4X8fhVg1kv2tRQilYt2S-h98c4JAQc7SkK/s320/Entalpi+pembentukan.png" width="320" /></a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQDYmPRa9UBvHvmhv-WxJPtUXKbtb0ASOdnUM24R2vZ4yLHFIU0jv1a3ksKNtPb6WqQdfxA2ndLngXhBMEQv9hBlES6__E7AeAOOd9VZYqmpGpEn6NBa8b9cy24ApOn4hkTcpcvR7JmgTT/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQDYmPRa9UBvHvmhv-WxJPtUXKbtb0ASOdnUM24R2vZ4yLHFIU0jv1a3ksKNtPb6WqQdfxA2ndLngXhBMEQv9hBlES6__E7AeAOOd9VZYqmpGpEn6NBa8b9cy24ApOn4hkTcpcvR7JmgTT/s1600/Entalpi+pembentukan.png" /></a></div>
Reaksi eksoterm = Hakhir < Hawal => ΔH –<br />
"<span style="color: red;">Arah panah ke bawah</span>"<br />
<br />
<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9NHc9_AWzMgX4HXjvVqARtYwAc-B1JkYJZ6oBuhy_VoSKXLNIn1a1hyhh0MLGqA6EpALRAIeIZCE0X-8xIfNO9OyAlosh5nlSCAxQNp5n-LoSRKGVOFjKvMk8D31N1B-UWvzbRSc1QCh6/s1600/Entalpi+pembentukan.png" imageanchor="1"></a><span style="color: #20124d;">Reaksi Endoterm</span> => Reaksi kimia yang disertai pengikatan panas (perubahan panas dari lingkungan ke sistem)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxOVZ3-RgLU61P_PsrFAQQHXb5WPlClu15TX0-vH07_WXst_d1wjaxRhVvvEwgMylhW6eM2s4gH2q8lOz78WcLjokyE9_zForw9hg-7Z249x26r1LEuMFKQdqXVli_20eICFZay14yggG/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilxOVZ3-RgLU61P_PsrFAQQHXb5WPlClu15TX0-vH07_WXst_d1wjaxRhVvvEwgMylhW6eM2s4gH2q8lOz78WcLjokyE9_zForw9hg-7Z249x26r1LEuMFKQdqXVli_20eICFZay14yggG/s1600/Entalpi+pembentukan.png" /></a></div>
<br />
<br />
<br />
Reaksi eksoterm = Hakhir > Hawal => ΔH+<br />
"<span style="color: red;">Arah panah ke atas</span>" <br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="background-color: #f9cb9c;">Entalpi Reaksi</span><br />
<br />
<div style="color: blue;">
<span style="color: #660000;">1. Entalpi Pembentukan</span> </div>
* Perubahan entalpi yang menyertai pada pembentukan 1 mol senyawa dari unsur-unsurnya<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHLqVHv4IQxr_lUXeN7U8e_fRW2QV7VvL1PlgBqijoU_cFltyxh0p5sauia0_J_3osqa4-0C-s4CdvqQQbIc6VX549JlFka6BkpV7c2FKs6QineDGLDk95TUAgbI8vjEbz-xdpOBN0ObDk/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHLqVHv4IQxr_lUXeN7U8e_fRW2QV7VvL1PlgBqijoU_cFltyxh0p5sauia0_J_3osqa4-0C-s4CdvqQQbIc6VX549JlFka6BkpV7c2FKs6QineDGLDk95TUAgbI8vjEbz-xdpOBN0ObDk/s640/Entalpi+pembentukan.png" width="640" /></a></div>
<br />
<br />
<br />
<br />
<div style="color: #660000;">
2. Entalpi Peruraian</div>
* Perubahan entalpi yang menyertai pada peruraian 1 mol senyawa menjadi unsur-unsurnya.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv6S7hbUEAXCShmJQKV2p3h4g_ApiJsSD4dLZ4pEB3uOzHD-QmBptA4g3zlktYLUF70V4fmBNVOsaYyiQXBNp2W833GmuoJg1bAxCT6BBggt0gbuSTqKTPG2nUgppRA0sq5vGJMdGLvKAY/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="42" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv6S7hbUEAXCShmJQKV2p3h4g_ApiJsSD4dLZ4pEB3uOzHD-QmBptA4g3zlktYLUF70V4fmBNVOsaYyiQXBNp2W833GmuoJg1bAxCT6BBggt0gbuSTqKTPG2nUgppRA0sq5vGJMdGLvKAY/s320/Entalpi+pembentukan.png" width="320" /></a></div>
<br />
<br />
<br />
Entalpi Pembentukan = (-) Entalpi Peruraian<br />
<br />
<span style="color: #660000;">3. Entalpi Pembakaran </span><br />
* Perubahan entalpi yang menyertai pembakaran 1 mol senyawa<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgYEhrlOzpP5yLF0qEIisXj_TLODEo-4UnMhp7tB-fZehTwyDfwlEWm3WJSD2K6qRRAZOsXWjmynBwk5yVOcCaLlEdiit4QqYROpVw1PGICmVy-gSQ_7RkWG5xEYF0S59stBhX5Lt0auGG/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="39" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgYEhrlOzpP5yLF0qEIisXj_TLODEo-4UnMhp7tB-fZehTwyDfwlEWm3WJSD2K6qRRAZOsXWjmynBwk5yVOcCaLlEdiit4QqYROpVw1PGICmVy-gSQ_7RkWG5xEYF0S59stBhX5Lt0auGG/s400/Entalpi+pembentukan.png" width="400" /></a></div>
<br />
<br />
<br />
Hukum Hess<br />
* Kalor yang diserap atau dibebaskan pada suatu reaksi kimia tidak bergantung pada tahap reaksi, tetapi bergantung pada keadaan awal dan keadann akhir.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrFSckZnmMFdMPGALdO8ilpdaIALKHHjKhcJlJyVgh5FKF4qIAn_Ljm67C8-mThc7cY1N3trEGUSQEXD2Q0cnwS2fG1pHN1XyHd8Pl9xcBXQiTsTicoa_5kKnZNUxCL-8kYKCfm_aif_F0/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrFSckZnmMFdMPGALdO8ilpdaIALKHHjKhcJlJyVgh5FKF4qIAn_Ljm67C8-mThc7cY1N3trEGUSQEXD2Q0cnwS2fG1pHN1XyHd8Pl9xcBXQiTsTicoa_5kKnZNUxCL-8kYKCfm_aif_F0/s320/Entalpi+pembentukan.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div style="color: blue;">
Energi Ikatan</div>
* Energi ikatan rata-rata adalah energi rata-rata yang diperlukan untuk memutuskan suatu ikatan dalam setiap senyawa yang berwujud gas menjadi atom-atom gas.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRPZO23YljBOK7PzXo4IIx4Nc5aYiOYp237e2CQ_9UNXuolcHM4zQvk2-khbKemcSAIHs4NDfifnIXepp6AUP0qWiNzLISJTsFNELSubK_guNveN9I_0VQBy5kaKWtwjkB9PMjg3yFIH3X/s1600/Entalpi+pembentukan.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="134" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRPZO23YljBOK7PzXo4IIx4Nc5aYiOYp237e2CQ_9UNXuolcHM4zQvk2-khbKemcSAIHs4NDfifnIXepp6AUP0qWiNzLISJTsFNELSubK_guNveN9I_0VQBy5kaKWtwjkB9PMjg3yFIH3X/s640/Entalpi+pembentukan.png" width="640" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="color: #4c1130;">Hukum II Termodinamika</span><br />
* Dalam setiap proses spontan, entropi alam semesta selalu bertambah (ΔS total > 0).<br />
<br />
<br />
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 14pt;">Proses
spontan selalu berlangsung dengan arah tertentu</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Entropi
= derajat ketidakteraturan suatu sistem</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 14pt;">ΔS =
q </span></b><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 8pt;">rev</span></b><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 14pt;">/ T</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span style="height: 12px; margin-left: 105px; margin-top: 5px; position: absolute; width: 59px; z-index: 251658240;"><img height="12" src="file:///C:/Users/opo/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif" width="59" /></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Struktur teratur Struktur tak teratur</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">S1 S2</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">S1 < S2 => ΔS (+)</span></div>
<br />
<span style="color: blue;">Energi Bebas Gibbs</span><br />
* Kespontanan suatu reaksi pada suhu dan tekanan tertentu dapat dievaluasi berdasar perubahan Energi Bebas Gibbs (ΔG) suatu sistem<br />
<span style="color: blue;">ΔG = ΔH – TΔS</span><br />
ΔG < 0 , spontan<br />
ΔG = 0 , setimbang<br />
ΔG > 0 , tak spontan<br />
<br />
Contoh Soal:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOMp9AehWEk0CPfVZzwtYYyTGJph3R3Apauu12L23eQzoFP8owubyG1FqLkBcNaR1tg7Lo6XC4PWFVKGdaW5VGCaARO305EqgyAMTnssAUJsdIIKN_-Cazil3Dqodmze_PtzfZDvGhly8t/s1600/Entalpi+pembentukan.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOMp9AehWEk0CPfVZzwtYYyTGJph3R3Apauu12L23eQzoFP8owubyG1FqLkBcNaR1tg7Lo6XC4PWFVKGdaW5VGCaARO305EqgyAMTnssAUJsdIIKN_-Cazil3Dqodmze_PtzfZDvGhly8t/s400/Entalpi+pembentukan.png" width="400" /></a></div>
<br /></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-57612256586169208522012-03-09T11:25:00.000+07:002012-03-22T08:45:47.459+07:00KONFIGURASI ELEKTRON<div dir="ltr" style="text-align: left;" trbidi="on">
<b> Konfigurasi elektron dari atom</b><b><span style="background-color: white;">Hubungan antara orbital dengan tabel periodik</span><br /> </b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMV55tysGyFSuzYUzxkHfuLMdeMvJQRoupCK34Xiww40Oub9oLT5KVRYN76loDRanFWIIl9xRcvMWu020QrfD9e_CaBJPJBvwfemiYTZuu4iluCb5eOh0yaYbRxS1jtUT3oUtYR853hbEE/s1600/tabel-periodik1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMV55tysGyFSuzYUzxkHfuLMdeMvJQRoupCK34Xiww40Oub9oLT5KVRYN76loDRanFWIIl9xRcvMWu020QrfD9e_CaBJPJBvwfemiYTZuu4iluCb5eOh0yaYbRxS1jtUT3oUtYR853hbEE/s200/tabel-periodik1.jpg" width="200" /></a></div>
<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" /><br />
<br />
<div style="background-color: #fce5cd;">
<b><i>Periode Pertama</i></b></div>
Hidrogen hanya memiliki satu elektron pada orbital 1s, kita dapat menuliskannya dengan <b>1s<sup>1</sup></b> dan helium memiliki dua elektron pada orbital 1s sehingga dapat dituliskan dengan <b>1s<sup>2</sup><br /> </b><br />
<a name='more'></a><i style="background-color: #fce5cd;"><b>Periode kedua</b></i><br />
Sekarang
kita masuk ke level kedua, yaitu periode kedua. Elektron litium
memenuhi orbital 2s karena orbital ini memiliki energi yang lebih rendah
daripada orbital 2p. Litium memiliki konfigurasi elektron 1s<sup>2</sup><b>2s<sup>1</sup></b>. Berilium memiliki elektron kedua pada level yang sama – 1s<sup>2</sup><b>2s</b><b><sup>2</sup></b>.<br />
Sekarang
kita mulai mengisi level 2p. Pada level ini seluruhnya memiliki energi
yang sama, sehingga elektron akan menempati tiap orbital satu persatu.<br />
B<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" />1s<sup>2</sup>2s<sup>2</sup><b>2p<sub>x</sub><sup>1</sup></b><br />
C<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" />1s<sup>2</sup>2s<sup>2</sup>2p<sub>x</sub><sup>1</sup><b>2p<sub>y</sub><sup> 1</sup></b><br />
N<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" />1s<sup>2</sup>2s<sup>2</sup>2p<sub>x</sub><sup>1</sup>2p<sub>y</sub><sup> 1</sup><b>2p<sub>z</sub><sup>1</sup></b><br />
Elektron selanjutnya akan membentuk sebuah pasangan dengan elektron tunggal yang sebelumnya menempati orbital.<br />
O<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" />1s<sup>2</sup>2s<sup>2</sup><b>2p<sub>x</sub><sup>2</sup></b>2p<sub> y</sub><sup>1</sup>2p<sub>z</sub><sup>1</sup><br />
F<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="35" />1s<sup>2</sup>2s<sup>2</sup>2p<sub>x</sub><sup>2</sup><b>2p<sub>y</sub><sup> 2</sup></b>2p<sub>z</sub><sup>1</sup><br />
Ne <img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="30" />1s<sup>2</sup>2s<sup>2</sup>2p<sub>x</sub><sup>2</sup>2p<sub>y</sub><sup> 2</sup><b>2p<sub>z</sub><sup>2</sup></b><br />
<br />
Ada dua cara penulisan untuk mengatasi hal ini dan kita harus terbiasa
dengan kedua cara ini.<br />
<br />
<i><b><span style="color: blue;">Cara singkat pertama </span>:</b></i><br />
Seluruh variasi orbital p dapat dituliskan secara bertumpuk. Sebagai contoh, flor dapat ditulis sebagai 1s<sup>2</sup>2s<sup>2</sup>2p<sup>5</sup>, dan neon sebagai 1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>.<br />
Penulisan
ini biasa dilakukan jika elektron berada dalam kulit dalam. Jika
elektron berada dalam keadaan berikatan (di mana elektron berada di luar
atom), terkadang ditulis dalam cara singkat, terkadang dengan cara
penuh.<br />
Sebagai contoh, walaupun kita belum membahas konfigurasi elektron dari klor, kita dapat menuliskannya sebagai 1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sub>x</sub><sup>2</sup>3p<sub> y</sub><sup>2</sup>3p<sub>z</sub><sup>1</sup>.<br />
Perhatikan
bahwa elektron-elektron pada orbital 2p bertumpuk satu sama lain
sementara orbital 3p dituliskan secara penuh. Sesungguhnya
elektron-elektron pada orbital 3p terlibat dalam pembentukan ikatan
karena berada pada kulit terluar dari atom, sementara elektron-elektron
pada 2p terbenam jauh di dalam atom dan hampir bisa dikatakan tidak
berperan sama sekali.<br />
<br />
<i style="color: blue;"><b>Cara singkat kedua</b></i><span style="color: blue;"> :</span><br />
Kita dapat menumpukkan <i>seluruh</i> elektron-elektron terdalam dengan menggunakan, sebagai contoh, simbol [Ne]. Di dalam konteks ini, [Ne] <i>berarti konfigurasi elektron dari atom neon</i> -dengan kata lain 1s<sup>2</sup>2s<sup>2</sup>2p<sub>x</sub><sup>2</sup>2p<sub>y</sub><sup>2</sup>2p<sub> z</sub><sup>2</sup>.<br />
Berdasarkan cara di atas kita dapat menuliskan konfigurasi elektron klor dengan [Ne]3s<sup>2</sup>3p<sub>x</sub><sup>2</sup>3p<sub>y</sub><sup>2</sup>3p<sub>z</sub><sup> 1</sup>.<br />
<br />
<div style="background-color: #fce5cd;">
<i><b>Periode ketiga</b></i></div>
Mulai
dari neon, seluruh orbital tingkat kedua telah dipenuhi elekton,
selanjutnya kita harus memulai dari natrium pada periode ketiga. Cara
pengisiannya sama dengan periode-periode sebelumnya, kecuali adalah
sekarang semuanya berlangsung pada periode ketiga.<br />
Sebagai contoh :<br />
<table border="0"><tbody>
<tr><td><br /></td><td><br /></td><td>cara singkat</td></tr>
<tr><td style="background-color: #f4cccc;">Mg<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td style="background-color: #f4cccc;">1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup></td><td style="background-color: #f4cccc;">[Ne]3s<sup>2</sup></td></tr>
<tr><td style="background-color: #f4cccc;">S <img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td style="background-color: #f4cccc;">1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sub>x</sub><sup> 2</sup>3p<sub>y</sub><sup>1</sup>3p<sub>z</sub><sup>1</sup></td><td style="background-color: #f4cccc;">[Ne]3s<sup>2</sup>3p<sub>x</sub><sup>2</sup>3p<sub>y</sub><sup>1</sup>3p<sub> z</sub><sup>1</sup></td></tr>
<tr><td style="background-color: #f4cccc;">Ar<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td style="background-color: #f4cccc;">1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sub>x</sub><sup> 2</sup>3p<sub>y</sub><sup>2</sup>3p<sub>z</sub><sup>2</sup></td><td style="background-color: #f4cccc;">[Ne]3s<sup>2</sup>3p<sub>x</sub><sup>2</sup>3p<sub>y</sub><sup>2</sup>3p<sub> z</sub><sup>2</sup></td></tr>
</tbody></table>
<div style="background-color: #fff2cc;">
<i><b>Permulaan periode keempat</b></i></div>
Sampai
saat ini kita belum mengisi orbital tingkat 3 sampai penuh – tingkat 3d
belum kita gunakan. Tetapi kalau kita melihat kembali tingkat energi
orbital-orbital, kita dapat melihat bahwa setelah 3p energi orbital
terendah adalah 4s – oleh karena itu elektron mengisinya terlebih
dahulu.<br />
<br />
<table border="0"><tbody>
<tr><td style="background-color: #f4cccc;" width="15%">K<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td style="background-color: #f4cccc;" width="85%">1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 4s<sup>1</sup></b></td></tr>
<tr><td style="background-color: #f4cccc;" width="15%">Ca<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td style="background-color: #f4cccc;" width="85%">1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 4s<sup>2 </sup></b></td></tr>
</tbody></table>
<br />
Bukti kuat tentang hal ini ialah bahwa elemen seperti natrium ( 1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup><b>3s<sup>1</sup></b> ) dan kalium ( 1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b>4s<sup> 1</sup></b> ) memiliki sifat kimia yang mirip.<br />
Elektron
terluar menentukan sifat dari suatu elemen. Sifat keduanya tidak akan
mirip bila konfigurasi elektron terluar dari kalium adalah 3d<sup>1</sup>.<br />
<i><b>Elemen blok s dan p</b></i><br />
<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /><img height="175" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/pt2.gif" width="416" /><br />
Elemen-elemen pada golongan 1 dari tabel periodik memiliki konfigurasi elektron terluar ns<sup>1</sup> (dimana n merupakan nomor antara 2 sampai 7). Seluruh elemen pada golongan 2 memiliki konfigurasi elektron terluar ns<sup>2</sup>. Elemen-elemen di grup 1 dan 2 dideskripsikan sebagai elemen-elemen blok s.<br />
Elemen-elemen
dari golongan 3 seterusnya hingga gas mulia memiliki elektron terluar
pada orbital p. Oleh karenanya, dideskripsikan dengan elemen-elemen blok
p.<br />
<i><b>Elemen blok d</b></i><br />
<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /><img height="192" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/pt3.gif" width="418" /><br />
<br />
Orbital 4s memiliki energi lebih rendah dibandingkan dengan
orbital 3d sehingga orbital 4s terisi lebih dahulu. Setelah orbital 3d
terisi, elektron selanjutnya akan mengisi orbital 4p.<br />
Elemen-elemen
pada blok d adalah elemen di mana elektron terakhir dari orbitalnya
berada pada orbital d. Periode pertama dari blok d terdiri dari elemen
dari skandium hingga seng, yang umumnya kita sebut dengan elemen
transisi atau logam transisi. Istilah “elemen transisi” dan “elemen blok
d” sebenarnya tidaklah memiliki arti yang sama, tetapi dalam perihal
ini tidaklah menjadi suatu masalah.<br />
Elektron d hampir selalu
dideskripsikan sebagai, sebagai contoh, d5 atau d8 – dan bukan ditulis
dalam orbital yang terpisah-pisah. Perhatikan bahwa ada 5 orbital d, dan
elektron akan menempati orbital sendiri sejauh ia mungkin. Setelah 5
elektron menempati orbital sendiri-sendiri barulah elektron selanjutnya
berpasangan.<br />
<br />
d5 berarti <img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /><img class="aligntop" height="43" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/3d5.gif" width="256" /><br />
d8 berarti<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /><img class="aligntop" height="44" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/3d8.gif" width="256" /><br />
Perhatikan bentuk pengisian orbital pada level 3, terutama pada pengisian atom 3d setelah 4s.<br />
<table border="0"><tbody>
<tr><td>Sc<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td>1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>1</sup></b>4s<sup>2</sup></td></tr>
<tr><td>Ti<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></td><td>1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>2</sup></b>4s<sup>2</sup></td></tr>
<tr><td>V</td><td>1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>3</sup></b>4s<sup>2</sup></td></tr>
<tr><td>Cr</td><td>1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>5</sup>4s<sup>1</sup></b></td></tr>
</tbody></table>
Perhatikan bahwa kromium tidak mengikuti keteraturan yang berlaku. Pada
kromium elektron-elektron pada orbital 3d dan 4s ditempati oleh satu
elektron. Memang, mudah untuk diingat jikalau keteraturan ini tidak
berantakan – tapi sayangnya tidak !<br />
Mn<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>5</sup>4s<sup>2</sup><img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /></b>(kembali ke keteraturan semula)<br />
Fe<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>6</sup></b>4s<sup>2</sup><br />
Co<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>7</sup></b>4s<sup>2</sup><br />
Ni<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>8</sup></b>4s<sup>2<br /> </sup> Cu<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>10</sup>4s<sup>1</sup></b><img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" /> (perhatikan!)<br />
Zn<img height="5" src="http://www.chem-is-try.org/wp-content/migrated_images/belajar_atom03/padding.gif" width="25" />1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup><b> 3d<sup>10</sup>4s<sup>2</sup><br /> </b><br />
Pada elemen seng proses pengisian orbital d selesai.<br />
<b><i>Pengisian sisa periode 4</i></b><br />
Orbital
selanjutnya adalah 4p, yang pengisiannya sama seperti 2p atau 3p. Kita
sekarang kembali ke elemen dari galium hingga kripton. Sebagai contoh,
Brom, memilki konfigurasi elektron 1s<sup>2</sup>2s<sup>2</sup>2p<sup>6</sup>3s<sup>2</sup>3p<sup>6</sup>3d<sup>10</sup>4s<sup> 2</sup>4p<sub>x</sub><sup>2</sup>4p<sub>y</sub><sup>2</sup>4p<sub>z</sub><sup>1</sup>.<br />
<br />
<b style="background-color: #f9cb9c;">Penentuan Periode dan Golongan Suatu Unsu</b><span style="background-color: #f9cb9c;">r</span><br />
<br />
<br />
<div style="text-align: justify;">
Untuk menentukan letak periode
suatu unsur relatif mudah. Periode suatu unsur sama dengan nomor kulit
terbesarnya dalam konfigurasi elektron. musalnya :</div>
<div style="text-align: justify;">
<sub>24</sub>Cr = 1s<sup>2</sup> 2s<sup>2</sup> 2p<sup>6</sup> 3s<sup>2</sup> 3p<sup>6</sup> 4s<sup>1</sup> 3d<sup>5</sup> </div>
<div style="text-align: justify;">
Nomor kulit terbesarnya adalah 4 (dalam 4s1) maka Cr terletak dalam periode 4</div>
<div style="text-align: justify;">
Sedangkan
untuk menentukan golongan menggunakan tabel. Bila subkulit terakhirnya
pada s atau p maka digolongkan dalam golongan A (utama) sedangkan bila
subkulit terakhirnya pada d maka digolongkan dalam golongan B
(transisi). Lebih lengkapnya coba perhatikan tabel di bawah ini :</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxuElsFIBf6CHp0YCXBP71kx2wr4jGkV6IU-WV1y9OfmvnLLiF6mRu8QKrNuCAJnxrsYcgOxBkCi3SaHedmvqhn0U9hLkBwIgQIOl5Po2rdke5RKsfZM3eLbhx09J7FQjcfSATCXtzDziY/s1600/b3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxuElsFIBf6CHp0YCXBP71kx2wr4jGkV6IU-WV1y9OfmvnLLiF6mRu8QKrNuCAJnxrsYcgOxBkCi3SaHedmvqhn0U9hLkBwIgQIOl5Po2rdke5RKsfZM3eLbhx09J7FQjcfSATCXtzDziY/s320/b3.png" width="320" /></a></div>
Coba
kalian perhatikan tabel di atas. Untuk memudahkan pengingatan golongan A
dimulai dari golongan I A sedangkan golongan B dimulai dari III B.
selain itu jika subkulit terakhirnya p atau d maka sub kulit s
sebelumnya diikutkan. Pada golongan VI B dan I B berlaku aturan penuh
setengah penuh. </div>
<div style="text-align: justify;">
Sebagai contoh :</div>
<div style="text-align: justify;">
<sub>24</sub>Cr = 1s<sup>2</sup> 2s<sup>2</sup> 2p<sup>6</sup> 3s<sup>2</sup> 3p<sup>6</sup> 4s<sup>1</sup> 3d<sup>5</sup></div>
<div style="text-align: justify;">
<br />
Periode = 4</div>
<div style="text-align: justify;">
Golongan = VI B<br />
<br />
<b style="background-color: #fce5cd;">Kalau teman teman mau belajar dalam bentuk SWF, teman teman bisa download</b> <a href="http://e-dukasi.net/file_storage/materi_pokok/MP_463/Flash/konfelk.swf">disini ^_^</a> </div>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-49281837934121045952012-03-07T20:32:00.000+07:002012-03-10T09:51:17.295+07:00Handphone and Student<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaS2-7ul_gSdnEddeqtd2EZSDi8JfwNVjQ5a6DJpOyBQzNP1Qtq6BqlT1dO-2Sz5R-XVMjRsFf4Pt0KrXqViAAup6-EaNxJJMbTsLmw7lpfC081RlyCMX_Tm6ev5RXcBMnGRPzIWDne21D/s1600/indehx.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaS2-7ul_gSdnEddeqtd2EZSDi8JfwNVjQ5a6DJpOyBQzNP1Qtq6BqlT1dO-2Sz5R-XVMjRsFf4Pt0KrXqViAAup6-EaNxJJMbTsLmw7lpfC081RlyCMX_Tm6ev5RXcBMnGRPzIWDne21D/s1600/indehx.jpg" /></a></div>
*Have a Hand phone, some advantages are the ability to call anyone at anytime, having something that can call for help, and is easily portable whereas the disadvantages is the limited battery life, the ability to get lost, and the risk of dropping it.<br />
<br />
<a name='more'></a><br />
<br />
*When I was in school, I didn't have a cell phone in my high school. until I have it. Now when I do have my cell phone, I can't really think of life without it. It seems to have become a sickeningly important part of my life. And when I look around today, I find that students as young as 10 are carrying cell phones to school. Which leads to the question - is that really necessary, or is it an extravagance? <br />
<br />
<span style="color: red;">Pros and cons </span>of Handphones in school - This <span style="color: red;">topic is a hot spot</span> for debate, if you ask me. Should students have cell phones in school is a difficult question to answer because of the sentimental values attached and societal constraints raised. I don't look to provide any answers, because the final authority rests with the school board and parents. All I will do is raise some issues in both these regards and hope to show you what the cell phones in school pros and cons are.<br />
<br />
<br />
<br />
<span style="color: blue;">Pros of Cell Phones in Schools</span><br />
<br />
These are some of the advantages of carrying a cell phone to school.<br />
<br />
##) <span style="color: lime;">Emergency Contact</span><br />
<br />
There is no doubt that a cell phone allows for the advantage of being able to contact a person directly during an emergency or otherwise. Knowing that a child has a mobile phone puts the parents at ease because they can call them in case of any change in plans, emergency instructions and the like. Similarly, the students can also be in touch with their parents if the need be.<br />
<br />
##) <span style="color: lime;">Security</span><br />
<br />
Not only will the children be in touch with the parents for regular instructions like a pick up point or change in time etc., but more importantly, they can also feed in emergency numbers like 911, hospitals, relatives and others. This will provide a security for both, the child and the parents.<br />
<br />
##) <span style="color: lime;">No Inconvenience</span><br />
<br />
In case a child has not been provided with a phone and the parents needs to contact their child immediately, then they would be forced to go through the school office. As a result, precious time could be lost or the phone line at the school office could be jammed. To add to that, the school office has to make arrangements to send someone to the child in question and convey the message or call him to the office to receive the call - a long drawn process<br />
<br />
##) <span style="color: lime;">Academic Help</span><br />
<br />
Probably the most important usage of having a cell phone in school is that it can be used as a tool to aid academics. A cell phone comes with several cell phone accessories like calculators, cameras and the Internet etc. These applications can be made use of for furthering academics. Like if a student needs to leave for the next class and does not have the time to jot down the notes on the board, then he can just photograph the board and have access to the information. Or he can use the calendar application on the cell and jot down the date of the upcoming tests. It's not only the students who are aided due to cell phones, but it benefits the teachers just as equally. There are several websites which can be used for academics. If the teachers accommodate the same in their lessons, it could prove to be an advantage for both.<br />
<br />
*It has also been seen that students who are allowed access to their phones, understand concepts much more thoroughly and easily and therefore learn better.<br />
<br />
<span style="color: red;">Cons of Cell Phones in Schools</span><br />
* A recent survey indicated that 68% of students in grades 6-12 bring cell phones with them to school on a regular basis. Most high schools set some sort of policies regarding the use of cell phones on their premises. Some ban phones altogether.<br />
<br />
*While there are problems with the use of a cell phone in school, many advantages to having one available exist. Schools need to weigh all factors involved in use of cell phones in order to make wise and appropriate decisions. Parents and students should decide together on the wisdom of taking the cell phone to school. This is a partial listing of advantages and disadvantages of cell phone use in high schools.<br />
<br />
*The first one is students may need to make arrangements for after-school activities. They may want to go to the library or stay after school to consult with a teacher about an assignment they don't understand. They can use a cell phone to text or leave a voice mail explaining what they are doing so parents can better coordinate with them.<br />
<br />
*It must be seen that the main reason by parents to let their children continue to use cell phones is because of safety purposes. If they have the phones, it is easier to reach them and even know where they are. It is also beneficial during emergency situations when the child can either call for help or be located in case he or she is gone missing.<br />
<br />
*It is good that most of the phones in the market today have what is known as GPS capability for locating somebody through the cell in case of he or she is lost or missing. These are some of the quite logical reasons why a child should be let be with a phone.<br />
<br />
<span style="color: purple;">A camera </span>equipped phone can be used to take pictures and video related to school projects or develop photo essays. Camera phones can be used to record school events and field trips. They can prove quite useful for assignments involving photographs, particularly anything going to the web. Just snap a shot with your picture phone and use it for your web classes, which are becoming more and more important these days. This is especially useful given that cell phone cameras are getting better and better with time.<br />
<br />
Cell phones can be a distraction in the classroom. Students whose minds wander during a lecture or discussion may find the temptation of texting instead of listening hard to resist. They are also potentially a distraction to the class if the student forgets to set their phone to vibrate rather than ring during calls. Even the vibration can be distracting, and it does not take much for a teacher to lose their momentum.<br />
<br />
.Besides, picture phones and other applications such as calculator in particular can be used to cheat on tests and quizzes. Take a picture of the test, send it to your buddy, and get a text back with the answer. Or send it to someone who wants to know what's on the test. The calculator function can be used to cheat on math tests. The risk of potential cheating on academics is one of the main reasons why students are not allowed to bring handphone in school.<br />
<br />
Cell phones allow students to communicate not just with students in other classes, but also other schools and even adults that are not in the school environment. There is the potential for social disagreements, and even communication with an adult who is not approved by parents. It can lead to students having episodes of being upset while a teacher is trying to conduct lessons. Banning cell phones won't eliminate social break ups or disagreements, but it can reduce opportunities for these kinds of issues.<br />
<br />
Some students like to create bomb threats by calling emergency numbers on their phones. They may try it in restrooms when no one is nearby. They might do so between classes. Which means, that will put a delay for all the classes at school, before an emergency team arrives. Once the students are accused for the threat, they could get arrested and suspended.<br />
<br />
With the prevalence of cell phones in high schools, it is important for students, parents, teachers, and administrators to carefully consider how and when they should be used. Policies need to take into account the advantages and disadvantages of cell phones in various situations.<br />
<br />
<br />
<br />
Many academics believe that there should be a banning of cell phones in school. They say that <span style="color: red;">the disadvantages of carrying a cell phone </span>outweigh the advantages. Here's how.<br />
<br />
<span style="color: lime;">Distraction</span><br />
<br />
Along with the many applications available on a cell phone, an important one is that of texting. There is no guarantee that a student will not text during class hours. Which, along with posing as a distraction, also affects their concentration on studies and thereby the overall learning process. Not only does the factor of distraction come into the picture in relation to students, but also in relation to teachers and the classroom in general. For example, when the phone starts ringing in class (or even if is on 'vibration mode'), the teacher might lose his/her link of teaching and that will prove to be a major disadvantage for the entire class. Not to mention that it is extremely disrespectful for the teacher who is conducting the class.<br />
<br />
<span style="color: lime;">Illegal/Wrong Usage</span><br />
<br />
The cell phone could turn into a potent device for some students. Instead of using it for academics and emergencies, some students might make unlawful use of its features - like that of the camera, and therefore bring the issue of school safety into the picture. They might click snaps that are not right, or record videos that are questionable in nature or call the school and report a bomb threat as a prank or to cancel classes. They may also use the phone to draw out other illegal activities like drug deals, thefts and the like. So also, if the phone is used extensively, it could lead to an extravagant bill.<br />
<br />
<span style="color: lime;">Cheating</span><br />
<br />
Having the Internet on the phone provides for an opportunity to cheat. Students can refer to the Internet for answers on a test, or they could text an accomplice for the answers. They could also photograph information from a textbook and use that to cheat in the test. Neither of these acts leads to any sort of education for the students, but on the other hand, discourages them from working hard.<br />
<br />
<span style="color: lime;">Hostility</span><br />
<br />
Sometimes, only the rich kids have cell phones. This can lead to a lot of social problems like hierarchy, jealousy, thefts, ragging and ridicule. This makes the adjustment process in school rather difficult.<br />
<br />
The pros and cons of carrying cell phones in school are many, and each of these comes with its own set of valid points. That is why, making a final choice becomes difficult. The way to deal with this problem is to have a proper discussion carried forth with the school authorities and the parents and an appropriate policy be drawn out thus. The main point being - is the cell phone leading to any education or is it a mere distraction?</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-87079987717435107282012-03-03T04:01:00.001+07:002012-03-10T09:18:12.820+07:00Jenis-jenis Kritik Sastra dan Pengertiannya<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirUp9NDGZyu24ofHRcKHW6NmD7vrYwdvyMHSmtZdFwdqvAHX2R1A7yOIiOkF8BDbioqSArC4jY2lqyG4Y7MfwdmUEYCGs6aPwzj6DQzVkuDOu9-Oci-Xi-vlL2jyNMQawbIZAIc7uftxAh/s1600/inhjdex.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirUp9NDGZyu24ofHRcKHW6NmD7vrYwdvyMHSmtZdFwdqvAHX2R1A7yOIiOkF8BDbioqSArC4jY2lqyG4Y7MfwdmUEYCGs6aPwzj6DQzVkuDOu9-Oci-Xi-vlL2jyNMQawbIZAIc7uftxAh/s1600/inhjdex.jpg" /></a></div>
<br />
<div id="crosscol-wrapper" style="text-align: center;">
<div class="crosscol section" id="crosscol">
<div class="widget HTML" id="HTML7">
<div class="widget-content">
<b><span class="Apple-style-span" style="color: blue;">Menurut bantuknya</span></b></div>
</div>
</div>
</div>
<div id="main-wrapper">
<div class="main section" id="main">
<div class="widget Blog" id="Blog1">
<div class="blog-posts hfeed">
<div class="post hentry">
<div class="post-body entry-content">
<span class="Apple-style-span" style="font-family: inherit;">
Kritik sastra menurut bentuknya dapat digolongkan menjadi kritik teori
(thoeritical criticism), dan kritik terapan (applied criticism). Kritik
teori adalah bidang kritik sastra yang bekerja untuk menerapkan
istilah-istilah, kategori-kategori dan kriteria-kriteria untuk
diterapkan dalam pertimbangan dan interprestasi karya </span><br />
<a name='more'></a><span class="Apple-style-span" style="font-family: inherit;">sastra, yang
dengannya karya sastra dan para sastrawannya dinilai. Adapun kritik
terapan adalah pelaksanaan dalam penerapan teori-teori kritik sastra
sastra baik secara eksplisit, maupun implisit.</span><br />
<br />
<div style="text-align: center;">
<b><span class="Apple-style-span" style="color: #351c75;">Menurut pelaksanaannya </span></b></div>
Menurut pelaksanaanya kritik sastra terbagi atas kritik judisial
(judicial criticism) dan impresionistik (impressionistic criticism).
Kritik judisial adalah kritik sastra yang melakukan analisis,
interprestasi, dan penilaiannya berdasarkan ukuran-ukuran, hukum-hukum
dan standar-standar tertentu. Kritikus judisal melakukan kritik sastra
berdasarkan ukuran-ukuran tersebut. Jenis sifatnya deduktif. Dapat
dikatakan kritik ini merupakan kebalikan dari kritik yang sifatnya
induktif. Dalam kritik yang induktif, seorang kritikus tidak menerapkan
standar-standar tertentu dalam mengkritik karya sastra. Ia berangkat
dari fenomena yang ada dalam karya sastra itu secara objektif. Sedangkan
kritik impresionik adalah kritik yang dibuat kritikus dengan
mengemukakan kesan-kesan kritikus tentang objek kritiknya,
tanggapan-tanggapan tentang kara sastra itu berdasarkan apa yang
dirasakan kritikus tersebut. Dalam kritik yang impresionik, seorang
kritikus menggunakan tafsiran untuk mengagumkan pembaca. Dalam kritik
jenis ini kritikus jarang menggunakan penilaian. <br />
<br />
<div style="text-align: center;">
<b><span class="Apple-style-span" style="color: blue;">Menurut orientasi kritik </span></b></div>
Abram (David Logde, 1972:5-21) membagi jenis kritik berdasarkan
orientasinya, yaitu kritik mimetik, kritik ekspresif, kritik pragmatik
dan kritik objektif. <br />
<ol>
<li>Kritik mimetik adalah kritik yang memandang karya sastra sebagai
pencerminan kenyataan kehidupan manusia. Menurut Abrams, kritikus pada
jenis ini memandang karya sastra sebagai tiruan aspek-aspek alam. Sastra
merupakan pencerminan/penggambaran dunia kehidupan. Sehingga kriteria
yang digunakan kritikus sejauh mana karya sastra mampu menggambarkan
objek yang sebenarnya. Semakin jelas karya sastra menggambarkan realita
semakin baguslah karya sastra itu. Kritik jenis ini jelas dipengaruhi
oleh paham Aristoteles dan Plato yang menyatakan bahwa sastra adalah
tiruan kenyataan.</li>
<li>Kritik ekspresif adalah kritik sastra yang memandang karya sastra
sebagai ekspresi, curahan perasaan, atau imajinasi pengarang. Kritik
ekspresif menitikberatkan pada pengarang. Kritikus ekspresif meyakini
bahwa sastrawan (pengarang) karya sastra merupakan unsur pokok yang
melahirkan pikiran-pikiran, persepsi-persepsi dan perasaan yang
dikombinasikan dalam karya sastra. Kritikus dalam hal ini cenderung
menimba karya sastra berdasarkan kemulusan, kesejatian, kecocokan
pengelihatan mata batin pengarang/keadaan pikirannya. Pendekatan ini
sering mencari fakta tentang watak khusus dan pengalaman-pengalaman
sastrawan yang sadar/tidak, telah membuka dirinya dalam karyanya.</li>
<li>Kritik pragmatik memandang karya sastra sebagai sesuatu yang
dibangun untuk mencapai efek-efek tertentu pada audien (pendengar dan
pembaca), baik berupa efek kesenangan, estetis, pendidikan maupun efek
lainnya. Kritik ini cenderung menilai karya sastra menurut berhasil
tidaknya karya tersebut mencapai tujuan tersebut (Pradopo, 199:26).
Kritik ini memandang karya sastra sebagai sesuatau yang dibangun untuk
mencapai efek-efek tertentu pada audien (pendengar dan pembaca), baik
berupa efek kesenangan, estetis, pendidikan maupun efek lainnya.
Sementara tujuan karya sastra pada umumnya: edukatif, estetis, atau
politis. Dengan kata lain, kritik ini cenderung menilai karya sastra
atas keberhasilannya mencapai tujuan. Ada yang berpendapat, bahwa kritik
jenis ini lebih bergantung pada pembacanya (reseptif). Kritik jenis ini
berkembang pada Angkatan Balai Pustaka. Sutan Takdir Alisjabana pernah
menulis kritik jenis ini yang dibukukan dengan judul “Perjuangan dan
Tanggung Jawab” dalam Kesusastraan.</li>
<li>Kritik objektif memandang karya satra hendaknya tidak dikaitkan
dengan hal-hal di luar karya sastra itu. Ia harus dipandang dsebagai
teks yang utuh dan otonom, bebas dari hal-hal yang melatarbelakanginya,
seperti pengarang, kenyataan, maupun pembaca. Objek kritik adalah teks
satra: unsur-unsur interinsik karya tersebut. </li>
</ol>
<b></b><br />
<div style="text-align: center;">
<b><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="color: blue;">Menurut objek kritik </span></b></span></b></div>
<b>
</b>
Karya sastra terdiri atas beragam jenis, yaitu puisi, prosa dan drama.
Artinya, kritik sastra dapat menjadikan puisi, puisi, prosa atau drama
sebagai objeknya. Dengan demikain, jenis kritik ini dapat dibagi lagi
menjadi berdasarkan objeknya, yakni kritik puisi, kritik prosa, kritik
drama. Selain itu, kritik satra itu sendiri dapat dijadikan kritik
sehingga dinamakan kritik atas kritik. <br />
<br />
Karya sastra merupakan sebuah keseluruhan yang mencakupi dirinya,
tersusun dari bagian-bagian yang saling berjalinan erat secara batiniah
dan mengehendaki pertimbangan dan analitis dengan kriteria-kriteria
intrinsik berdasarkan keberadaan (kompleksitas, koherensi, keseimbangan,
integritas, dan saling berhubungan antarunsur-unsur pembentuknya. Jadi,
unsur intrinsik (objektif)) tidak hanya terbatas pada alur, tema,
tokoh, dsb; tetapi juga mencakup kompleksitas, koherensi, kesinambungan,
integritas, dsb. Pendekatan kritik sastra jenis ini menitikberatkan
pada karya-karya itu sendiri.<br />
<br />
Kritik jenis ini mulai berkembang sejak tahun 20-an dan melahirkan teori-teori:<br />
<ol>
<li>New Critics (Kritikus Baru di AS)</li>
<li>Kritikus formalis di Eropa</li>
<li>Para strukturalis Perancis</li>
</ol>
<b></b><br />
<div style="text-align: center;">
<b><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="color: blue;">Menurut sifatnya</span></b></span></b></div>
<b>
</b>
Dalam dunia kritik sastra sering terjadi pertentang antara kritik sastra
yang ditulis kalangan akademik dan nonakademik. Hal ini misalnya
terlihat pada polemik antara kritikus sastra yang mengusung apa yang
dinamakan metode Ganzheit dengan tokoh antara lain Goenawan Mohamad dan
Arif Budiman versus kritikus sastra yang kemudian diistilahkan dengan
aliran Rawamangun dengan tokoh-tokohnya antaralain M.S Hutagalung. Dapat
dikatakan kritik aliran Rawamangun mewakili jenis kritik sasta kalangan
akademik. Sedangkan kritik sasta aliran Ganzheti mewakili kalangan
nonakdemik.<br />
<br />
Ada perbedaan antara dua kritik sastra dua liran tersebut. Kritik sastra
nonakemik tidak terpaku pada format seperti yang terdapat pada petunjuk
Tekhnik Penulisan Ilmiah; teori dan metode sastra meskipun digunakan ─
tidak diekspilitkan, dan menggunakan bahasa ilmiah populer. Jenis-jenis
tulisannya berupa esai dan artikel yang dipublikasikan lewat koran,
majalah, atau buku-buku yang merupakan kumpulan kritik sastra. Para
penulisnya umumnya sastrawan, wartawan atau kalangan umum yang tertarik
mendalam dunia sastra. (<b>Perkuliahan</b>)</div>
</div>
</div>
</div>
</div>
</div>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-2092942711951944642012-01-25T22:41:00.001+07:002012-03-22T08:47:23.210+07:00UNSUR, SENYAWA, DAN CAMPURAN.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZR6gv3YOVXIHcSUVQynzTIwoAyt-EQVE7LDlFxycCNTZHetlOEnp3XJei5b3M2xbsiNy5O-M6GSUQcMszcNUDvBUUVzBCQVnhTh5uosp2RBUg_BkR4dNWUuNIgRKMxjZMLbE7RZlh13Rj/s1600/skema-klasifikasi-materi1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZR6gv3YOVXIHcSUVQynzTIwoAyt-EQVE7LDlFxycCNTZHetlOEnp3XJei5b3M2xbsiNy5O-M6GSUQcMszcNUDvBUUVzBCQVnhTh5uosp2RBUg_BkR4dNWUuNIgRKMxjZMLbE7RZlh13Rj/s320/skema-klasifikasi-materi1.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: left;">
dari gambar di atas, kita dapat mengetahui klasifikasi materi (zat ).</div>
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: left;">
<span class="Apple-style-span" style="color: #515756; font-size: 11px; line-height: 17px;"></span></div>
<table border="0" cellpadding="0" cellspacing="0" style="font-family: Verdana,sans-serif; margin: 0px; padding: 0px;"><tbody style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<tr style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><td bgcolor="#CCCCCC" height="1" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img src="http://belajar.kemdiknas.go.id/images/edukasi/blank.gif" style="cursor: move; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></td></tr>
<tr style="margin: 0px; padding: 0px;"><td style="margin: 0px; padding: 5px;"><div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><b><span class="Apple-style-span" style="color: red;">(*) Unsur </span></b>adalah zat tunggal yang tidak dapat diubah lagi menjadi zat yang lebih sederhana, atau tidak dapat diubah menjadi zat kimia lain dengan menggunakan reaksi kimia biasa. Dalam ilmu kimia, kini dikenal 108 unsur, 92 diantaranya di alam, sedangkan yang lainnya buatan manusia. </span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"></span><br />
<span class="Apple-style-span" style="font-size: small;"></span><br />
<a name='more'></a></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">Dalam tubuh Makhluk Hidup, terdapat sekitar 35 unsur. unsur yang penting untuk mempertahankan hidup diantaranya yaitu hidrogen, oksigen, karbon, fosfor, belerang, natrium, kalium, klor, besi, dan magnesium. </span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><br /></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">Unsur dibedakan dalam 3 sifat yaitu <i><span class="Apple-style-span" style="color: blue;">UNSUR LOGAM, UNSUR NON LOGAM, dan UNSUR METALOID.</span></i></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span" style="color: blue;"><br /></span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><b>(**) Unsur Logam </b></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><b><br /></b></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">Unsur logam<b> </b>adalah unsur terbanyak yang kita kenal diantara 108 unsur. </span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><br /></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">Sifat unsur logam :</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">1. Pada suhu kamar berwujud padat, kecuali raksa (merkuri ) caesium, fransium, dan galium cair. </span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">2. Dapat menghantarkan arus listrik dan panas (konduktor)</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">3. Mengkilap (mempunyai kilau logam)</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">4. Dapat ditempa, dipres menjadi lempengan tipis dan dapat ditarik menjadi kawat.</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><br /></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><b>(**) Unsur Non Logam</b></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><b><br /></b></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;">Unsur Non Logam memiliki sifat sifat sebagai berikut :</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span">1. Pada suhu kamar, ada yang berwujud padat, cair, dan pada umumnya berbentuk gas.</span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span">2. Tidak dapat menghantarkan arus listrik dan panas (isolator) kecuali karbon (semi konduktor).</span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span">3. Yang padat umumnya tidak dapat mengkilap seperti logam, kecuali karbon dan iodin.</span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span">4. Sangat rapuh, tidak dapat ditempa atau dipres atau ditarik menjadi kawat.</span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span"><br /></span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span"><b>(**) Unsur Metaloid </b></span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span"><b><br /></b></span></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span">Unsur metaloid adalah<span class="Apple-style-span" style="line-height: 19px;"> kelompok <a href="http://id.wikipedia.org/wiki/Unsur_kimia" style="background-image: none; text-decoration: none;" title="Unsur kimia"><span class="Apple-style-span" style="color: black;">unsur kimia</span></a> yang memiliki sifat antara <a href="http://id.wikipedia.org/wiki/Logam" style="background-image: none; text-decoration: none;" title="Logam"><span class="Apple-style-span" style="color: black;">logam</span></a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Non-logam" style="background-image: none; text-decoration: none;" title="Non-logam"><span class="Apple-style-span" style="color: black;">non-logam</span></a>. Metaloid sulit dibedakan dengan logam, perbedaan utamanya adalah bahwa umumnya metaloid adalah <a href="http://id.wikipedia.org/wiki/Semikonduktor" style="background-image: none; text-decoration: none;" title="Semikonduktor"><span class="Apple-style-span" style="color: black;">semikonduktor</span></a> sedangkan logam adalah <a href="http://id.wikipedia.org/wiki/Konduktor" style="background-image: none; text-decoration: none;" title="Konduktor"><span class="Apple-style-span" style="color: black;">konduktor</span></a>. Ada delapan unsur yang dikelompokkan sebagai metaloid, yaitu<i> </i><a href="http://id.wikipedia.org/wiki/Boron" style="background-image: none; text-decoration: none;" title="Boron"><span class="Apple-style-span" style="color: black;"><i>boron</i></span></a><i> (B), </i><a href="http://id.wikipedia.org/wiki/Silikon" style="background-image: none; text-decoration: none;" title="Silikon"><span class="Apple-style-span" style="color: black;"><i>silikon</i></span></a><i> (Si), </i><a href="http://id.wikipedia.org/wiki/Germanium" style="background-image: none; text-decoration: none;" title="Germanium"><span class="Apple-style-span" style="color: black;"><i>germanium</i></span></a><i> (Ge),</i><a href="http://id.wikipedia.org/wiki/Arsen" style="background-image: none; text-decoration: none;" title="Arsen"><span class="Apple-style-span" style="color: black;"><i>arsen</i></span></a><i> (As), </i><a href="http://id.wikipedia.org/wiki/Antimon" style="background-image: none; text-decoration: none;" title="Antimon"><span class="Apple-style-span" style="color: black;"><i>antimon</i></span></a><i> (Sb), </i><a href="http://id.wikipedia.org/wiki/Telurium" style="background-image: none; text-decoration: none;" title="Telurium"><span class="Apple-style-span" style="color: black;"><i>telurium</i></span></a><i> (Te), </i><a href="http://id.wikipedia.org/wiki/Polonium" style="background-image: none; text-decoration: none;" title="Polonium"><span class="Apple-style-span" style="color: black;"><i>polonium</i></span></a><i> (Po), dan </i><a href="http://id.wikipedia.org/wiki/Astatin" style="background-image: none; text-decoration: none;" title="Astatin"><span class="Apple-style-span" style="color: black;"><i>astatin</i></span></a><i> (At)</i>.</span></span></span><br />
<span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span"><span class="Apple-style-span" style="line-height: 19px;"><br /></span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnew7h9u3q52DYVzHplnkRsuOo7-kK-K13mchp55UD4zV-cQuH3oeyfOPhMMzQKyCk_IN-I2AEXSE1siPAlYsaSIZ0BFcQopja5W3Snda_Oorv2eQDMPz4A3pCNp_eGJWNGSF5pZle0GNT/s1600/unsur.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnew7h9u3q52DYVzHplnkRsuOo7-kK-K13mchp55UD4zV-cQuH3oeyfOPhMMzQKyCk_IN-I2AEXSE1siPAlYsaSIZ0BFcQopja5W3Snda_Oorv2eQDMPz4A3pCNp_eGJWNGSF5pZle0GNT/s320/unsur.png" width="275" /></a><span style="font-size: small;"></span></div>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span class="Apple-style-span" style="color: orange;"><span class="Apple-style-span" style="font-size: small;"><br /></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></h3>
<h3>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;">2. Sifat Senyawa</span><br /> </span></span></h3>
<span style="font-size: small;">senyawa adalah zat yang
terbentuk dari unsur-unsur dengan perbandingan tertentu dan tetap
melalui reaksi kimia. Sifat senyawa tidak sama dengan sifat unsur
pembentuknya. Senyawa dapat dipisahkan menjadi unsur-unsur atau menjadi
senyawa yang lebih sederhana melalui reaksi kimia.</span>
<br />
<span style="font-size: small;">Di dalam tiap senyawa unsur-unsur penyusunnya mempunyai perbandingan massa yang tetap dan tertentu.</span>
<br />
<div class="center">
<div class="thumb tnone">
<div class="thumbinner" style="width: 339px;">
<span style="font-size: small;"><a class="image" href="http://www.crayonpedia.org/mw/Berkas:Unsur_Senyawa_Camp_11.jpg" title="Unsur Senyawa Camp 11.jpg"><img alt="" border="0" class="thumbimage" height="204" src="http://www.crayonpedia.org/wiki/images/2/2d/Unsur_Senyawa_Camp_11.jpg" width="337" /></a></span><br />
<div>
<span style="font-size: small;"><span class="mw-headline"><span style="color: orange;"><br /></span></span></span></div>
</div>
</div>
</div>
<span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=372946826320093198#allposts" name="3._Sifat_Campuran"></a></span><br />
<h3>
<span style="font-size: small;"><span class="mw-headline"> <span style="color: orange;">3. Sifat Campuran </span></span></span></h3>
<span style="font-size: small;">contoh materi yang ada dalam kehidupan kita adalah tanah. Tanah diklasifikasikan dalam campuran, yaitu campuran
berbagai macam unsur dan senyawa. Sifat asli zat-zat pembentuk campuran
masih tampak, sehingga komponen penyusun campuran tersebut dapat
dikenali dan dapat dipisahkan lagi. Perbandingan zat-zat penyusunnya
tidak tentu seperti pada senyawa. Ada dua macam campuran, yaitu campuran
homogen dan campuran heterogen.
</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span style="font-size: small;"><b style="color: #20124d;">a. Campuran Homogen</b></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span style="font-size: small;"><br />Campuran
homogen biasa disebut larutan. Pada larutan, tiap-tiap bagian mempunyai susunan yang sama. sebagai contoh, di
dalam larutan sirup terdapat dua penyusun larutan, yakni air
dan gula. Air disebut pelarut, sedangkan gula disebut zat terlarut.
Contoh campuran homogen lainnya adalah minuman ringan (soft drink) dan
larutan pembersih lantai.
</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<br />
<div style="color: #20124d;">
<span style="font-size: small;"><b>b. Campuran Heterogen</b></span></div>
<span style="font-size: small;"><br />Amati segelas air yang dicampur
dengan pasir. Apa yang terdapat di dasar gelas? Apa yang terapung?
Apakah warna air tersebut jernih? Apakah campuran pasir dan air itu
merata? Apabila zat-zat penyusunnya bercampur secara tidak merata dan
campuran ini tiap-tiap bagian tidak sama susunannya maka disebut
campuran heterogen . </span><br />
<br />
<span style="font-size: small;"> Contoh campuran heterogen
adalah air kopi (bentuk cair) dan campuran tepung dengan air
(bentuk padat). Susunan zat dalam suatu campuran sering dinyatakan
dengan kadar dari zat-zat pembentuk campuran itu. Kadar suatu zat dalam
campuran dapat dinyatakan sebagai jumlah zat dalam campuran dibandingkan
jumlah seluruh campuran. Jumlah zat dapat dinyatakan dalam dalam massa
(g, kg) atau volume (ml, l).</span>
<br />
<span style="font-size: small;"><br /></span><br />
<a class="image" href="http://www.crayonpedia.org/mw/Berkas:Unsur_Senyawa_Camp_13.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" title="Image:Unsur_Senyawa_Camp_13.jpg"><img alt="Image:Unsur_Senyawa_Camp_13.jpg" border="0" height="57" src="http://www.crayonpedia.org/wiki/images/3/39/Unsur_Senyawa_Camp_13.jpg" width="307" /></a><span style="font-size: small;"></span>
</div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<h2>
<span style="font-size: small;"><span class="mw-headline"><i style="font-weight: normal;"><span style="color: red;"><br /></span></i></span></span></h2>
<h2>
<span style="font-size: small;"><span class="mw-headline"><i style="font-weight: normal;"><span style="color: red;"><br /></span></i></span></span></h2>
<h2>
<span class="Apple-style-span" style="font-size: small;"><i style="font-weight: normal;"><span style="color: red;">B. Rumus Kimia</span></i></span></h2>
<span style="font-size: small;">Rumus kimia menunjukkan suatu molekul dari suatu unsur atau suatu
senyawa. Rumus kimia biasanya kita sebut dengan Rumus Molekul. </span>
<br />
<span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=372946826320093198#allposts" name="1._Rumus_Kimia_Suatu_Unsur"></a></span><br />
<h3>
<span style="font-size: small;"><span class="mw-headline"> <span style="color: blue;">1. Rumus Kimia Suatu Unsur</span><br /> </span></span></h3>
<span style="font-size: small;">
Dalam
rumus kimia suatu unsur tercantum lambang atom unsur itu, yang diikuti
satu angka. Lambang unsur menyatakan nama atom unsurnya dan angka yang
ditulis agak ke bawah menyatakan jumlah atom yang terdapat dalam satu
molekul unsur tersebut.<br />Contoh:<br />a. O2 berarti 1 molekul, gas oksigen.<br />Dalam 1 molekul gas oksigen terdapat 2 atom oksigen<br />b. P4 berarti 1 molekul fosfor.<br />
Dalam 1 molekul fosfor terdapat 4 atom fosfor. Berbeda halnya dengan 2 O dan 4 P.<br /><br /><a href="http://www.blogger.com/blogger.g?blogID=372946826320093198#allposts" name="2._Rumus_Kimia_Suatu_Senyawa"></a></span>
<span style="font-size: small;"><span class="mw-headline"><span style="color: blue;">2. Rumus Kimia Suatu Senyawa</span><br /> </span>
Pada rumus kimia suatu senyawa tercantum lambang atom unsur-unsur
yang membentuk senyawa itu, dan tiap lambang unsur diikuti oleh suatu
angka yang menunjukkan jumlah atom unsur tersebut di dalam satu molekul
senyawa.<br />Contoh:<br />a. H2O berarti 1 molekul air<br />Dalam 1 molekul air terdapat 2 atom hidrogen dan 1 atom oksigen.</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span style="font-size: small;">b. CO2 berarti 1 molekul gas karbon dioksida<br />Dalam 1 molekul gas karbondioksida terdapat 1 atom karbon dan 2 atom oksigen.<br />c. C12H22O11 berarti 1 molekul gula<br />Dalam 1 molekul gula terdapat 12 atom karbon, 22 atom hidrogen, dan 11 atom oksigen.</span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><br /></span></div>
<div style="line-height: 13.5pt; margin: 0px; padding: 0px;">
<span class="Apple-style-span" style="font-size: small;"><br /></span></div>
</td></tr>
</tbody></table>
<div style="font-family: Verdana,sans-serif;">
<br /></div>
<div style="font-family: Verdana,sans-serif;">
<span class="Apple-style-span" style="color: #515756; font-size: 11px; line-height: 17px;"></span></div>
<table border="0" cellpadding="0" cellspacing="0" style="font-family: Verdana,sans-serif; margin: 0px; padding: 0px;"><tbody style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<tr style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><td align="left" style="color: #666666; font-size: 18px; margin: 0px; padding: 5px;"><br /></td></tr>
</tbody></table>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-50405221203547152692012-01-25T21:42:00.000+07:002012-03-22T08:47:52.086+07:00PERUBAHAN MATERI (KIMIA X)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7JFFh1g2CyUr-CqmctYv30GXYzsWyqjEXKHwgK22CLzpsFFWe43_WE17_koOKl04H8Ru8oSXIjM0Ulpmvxn2Ojc8NeDFSTSVEo6Ph-A5An7cbThB3Il3EOeXfQaZpJ9cgo2MkgTsJ3kV4/s1600/ghi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7JFFh1g2CyUr-CqmctYv30GXYzsWyqjEXKHwgK22CLzpsFFWe43_WE17_koOKl04H8Ru8oSXIjM0Ulpmvxn2Ojc8NeDFSTSVEo6Ph-A5An7cbThB3Il3EOeXfQaZpJ9cgo2MkgTsJ3kV4/s1600/ghi.jpg" /></a></div>
<br />
<span style="font-family: inherit;">Dalam kehidupan sehari hari, kerap kali kita menemui peristiwa peristiwa perubahan bentuk benda. seperti contoh pada peristiwa pembakaran kertas yang berubah jadi abu. perubahan tersebut dapat dikatan sebagai perubahan kimia. mengapa hal tersebut dikatan seperti itu????</span><br />
<br />
sebelum membahas tentang perubahan materi, kita harus mengetahui tentang apa itu yang dimaksut materi dalam KIMIA.<br />
<br />
<span style="color: blue;">Materi adalah segala sesuatu yang mempunyai massa dan menempati ruang.</span><br />
Beberapa contoh materi :<br />
<i>1. Materi padatan : batu, logam, kayu, plastik.</i><br />
<i>2. Materi cairan : air, minyak sirup</i><br />
<i>3. Materi gas : udara, nitrogen, oksigen</i><br />
<a name='more'></a><br />
<br />
Sifat sifat yang terkandung dalam suatu materi:<br />
<i style="color: #cc0000;"><b>1. Sifat Fisika </b></i><br />
adalah sifat yang tidak ada hubungannya dengan pembentukan zat baru.<br />
exp: titik didih, titik leleh, titik beku, berat jenis, kelarutan, kemagnetan, kerapatan, dll.<br />
<br />
<i style="color: red;"><b>2. Sifat Kimia</b></i><br />
adalah sifat yang ada hubungannya dengan sifat baru.<br />
exp : kereaktifan, keterbakaran, kestabilan, dan ionisasi.<br />
<br />
<span style="color: blue;">Perubahan fisika</span> : perubahan zat yang tidak disertai dengan terjadinya zat baru.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJZ_cemKbwecLgQhgd7WTpOHKHX3eIZpoXnBJsWwvBZiRBJl2TrjBV60rD4K4iacgES6gID4SlZSYM3ndNaGQhLRG3ipUkt2pnc185tyXYy40tGbUkxcjw0Mq98eXY2xWaILjZ692KtUIP/s1600/new.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJZ_cemKbwecLgQhgd7WTpOHKHX3eIZpoXnBJsWwvBZiRBJl2TrjBV60rD4K4iacgES6gID4SlZSYM3ndNaGQhLRG3ipUkt2pnc185tyXYy40tGbUkxcjw0Mq98eXY2xWaILjZ692KtUIP/s1600/new.jpg" /></a></div>
exp: es mencair, lilin meleleh, gula larut, dll.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="color: blue;">Perubahan Kimia </span>: Perubahan yang disertai dengan terjadinya zat baru.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNWVcGXuZCVpx_k3QHls_TKPrO4beGjyDn3gar6qDY1RbcmMmDAa6NbBUm27RFW4fkWgme17BQaKbK4B7U8A7wMRpukvZEZgoN46FtDmuGT2xdsnZTAnvhowH_CG4AVyS6pF1DVkN44Ry_/s1600/kimia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNWVcGXuZCVpx_k3QHls_TKPrO4beGjyDn3gar6qDY1RbcmMmDAa6NbBUm27RFW4fkWgme17BQaKbK4B7U8A7wMRpukvZEZgoN46FtDmuGT2xdsnZTAnvhowH_CG4AVyS6pF1DVkN44Ry_/s1600/kimia.jpg" /></a>exp: singkong menjadi tape, nasi basi, pelapukan kayu, dll.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
untuk lebih mudah mengingat <i style="color: #20124d;"><u>"Perubahan Fisika dapat kembali ke bentuk semula (es mencair dapat membeku menjadi es kembali). dan Perubahan Kimia tidak dapat kembali ke bentuk semula (singkong menjadi tape dan tidak dapat berubah menjadi singkong kembali)". </u></i><br />
<br /></div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-67850282207322252372011-12-11T19:25:00.002+07:002012-03-10T09:20:00.906+07:00Pertidaksamaan<div dir="ltr" style="text-align: left;" trbidi="on">
Di kelas X kita akan menemukan materi yang disebut dengan <b>PERTIDAKSAMAAN</b>. Sebenarnya, Pertidaksamaan adalah bentuk yang mengandung tanda ketidaksamaan. Atau dalam bentuk yang lebih <br />
mudahnya yaitu kalimat terbuka dimana ruas kiri dan kanannya dihubungkan dengan tanda pertidaksamaan “>” <b>(lebih dari), </b> “<” <b>(kurang dari)</b> , “ ≥ ” (<b>lebih besar dari dan sama dengan</b>)” atau “ ≤ ” <b>(lebih kecil dari dan sama dengan). </b> <br />
<br />
★<i><b>Sifat-sifat pertidaksamaan</b></i>★<br />
<br />
<b>S - 1</b> Jika a < b, maka b > a.<br />
<br />
<b></b><br />
<b></b><br />
<a name='more'></a><b>S - 2</b> Jika a < b dan c ϵ <i><b>R</b></i> maka a + c < b + c, artinya menambah kedua ruas dengan bilangan yang sama tidak mengubah pertidaksamaan. <b>S - 3</b> Jika a < b dan c > 0, maka ac < bc, artinya mengalikan kedua ruas dengan bilangan positif yang sama berarti tidak mengubah pertidaksamaan. <b>S - 4</b> Jika a < b dan c < 0 , maka ac > bc, artinya mengalikan kedua ruas dengan bilangan negative yang sama berarti mengalikan tanda pertidaksamaan.<br />
<br />
<b>S - 5</b> Jika a/b < 0 dan b ≠ 0, maka ab < 0. <i>TANDA BERLAWANAN</i><br />
<br />
<b>S - 6</b> Jika a/b > 0 dan b ≠ 0, maka ab > 0. <i>TANDA SAMA</i><br />
<br />
<i><b>JENIS PERTIDAKSAMAAN</b></i><br />
<br />
<i>1. PERTIDAKSAMAAN LINIER</i> Adalah pertidaksamaan yang salah satu atau kedua ruasnya mengandung bentuk linier dalam x.<br />
<br />
contoh : 3x + 4 > 19 3x > 15 x > 5 <br />
<br />
<i>2. PERTIDAKSAMAAN KUADRAT</i> Yaitu pertidaksamaan dalam x yang bentuk umumnya : <b>ax² + bx + c > 0</b> dengan a, b, c konstanta; a ¹ 0.<br />
<br />
<b>Langkah langkah penyelesaian bentuk ini yaitu:</b><br />
<br />
☺ Jadikan ruas kanan = 0 <br />
<br />
☺ Jadikan koefisien x² positif (untuk memudahkan pemfaktoran)<br />
<br />
☺ Uraikan ruas kiri atas faktor-faktor linier.<br />
<br />
☺ Tetapkan nilai-nilai nolnya<br />
<br />
☺ Tetapkan tanda-tanda pada garis bilangan<br />
<br />
☺ Jawaban didapatkan dari hal-hal yang ditanyakan dan terlukiskan pada garis bilangan<br />
<br />
(bila ditanyakan > 0, maka yang dimaksud adalah daerah +,<br />
<br />
bila ditanyakan < 0, maka yang dimaksud adalah daerah -). contoh : Selesaikan pertidaksamaan x<sub> 2 </sub> + x - 2 > 0<br />
<br />
jawab : x<sub> 2 </sub> + x - 2 > 0 <=> (x + 2) (x - 1) > 0<br />
<br />
Titik - titik kritis pertidaksamaan kuadrat adalah -2 dan 1. Karena a = 1 > 0, maka parabola terbuka ke atas. Pada garis bilangan kita beri tanda sebagai berikut<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg14-ku2FUFX4_PoBJ-Bjs9p50FLr-4gdMKFwYUgHxybzsfaGnF3OJ62g-MS9-f3PhYHmWP1skMViyy4eG7O8PNGvd-Y3c_1V-OAx_IDpuZtdVZHzefjrVdqw3KC4FhBuxC6ZRKoKSCYRXO/s1600/gambar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg14-ku2FUFX4_PoBJ-Bjs9p50FLr-4gdMKFwYUgHxybzsfaGnF3OJ62g-MS9-f3PhYHmWP1skMViyy4eG7O8PNGvd-Y3c_1V-OAx_IDpuZtdVZHzefjrVdqw3KC4FhBuxC6ZRKoKSCYRXO/s320/gambar.png" width="312" /></a></div>
HP pertidaksamaan x<sub>2</sub> + x -2 > 0 adalah {x│x < -2 atau x > 1, x ϵ <b>R</b>}<br />
<br />
<i>3. PERTIDAKSAMAAN PECAHAN</i> Yaitu pertidaksamaan dalam x yang penyebutnya mengandung variabel x.<br />
<br />
<b>Langkah langkah penyelesaian bentuk ini yaitu:</b><br />
<br />
☺Pindahkan semua bilangan keruas kiri, jadikan ruas kanan = 0<br />
<br />
<i><b>(ingat! tidak diperkenankan mengali silang, karena tanda pertidaksamaan tidak dapat ditentukan berubah/tidak</b></i><br />
<br />
☺Samakan penyebutnya sehingga pecahan dapat disederhanakan. <br />
<br />
☺Selanjutnya, sama seperti penyelesaian pertidaksamaan kuadrat. Syarat: penyebut pecahan ¹ 0 <br />
<br />
contoh : <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5aF4oJW0itM_Z-lWOhLZ6cHiF13WUR1MFxyP9ILZmY7sOlOWqrc5yDA6qhoyluH_zq7SniHHUg2RaqvsxVy5XQJmyUyZ9hv5YurGQz-abv9BeABVLwISmyrTUJpycyjiET7MR0MawPELB/s1600/gambar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5aF4oJW0itM_Z-lWOhLZ6cHiF13WUR1MFxyP9ILZmY7sOlOWqrc5yDA6qhoyluH_zq7SniHHUg2RaqvsxVy5XQJmyUyZ9hv5YurGQz-abv9BeABVLwISmyrTUJpycyjiET7MR0MawPELB/s320/gambar.png" width="320" /></a></div>
<br />
<br />
☺ Titik-titik kritis: x = 2 dan x = 3<br />
<br />
☺ Karena koefisian x keduanya bertanda sama, maka garis bilangannya sebagai berikut:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBEJ7SSJ6J-ZiL5R3Omt1IZ_0rHXprIKbna1zyga0KzSjQKLuYzjmjVMMmYn0hLuaH-ueoDxGabubQjwOUcwB5tDWoU0caW0ZVCvMWbSFjMD6jGE9AubJ3kQ6Ed37y_8_O3EKF3Buu95UG/s1600/gambar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="67" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBEJ7SSJ6J-ZiL5R3Omt1IZ_0rHXprIKbna1zyga0KzSjQKLuYzjmjVMMmYn0hLuaH-ueoDxGabubQjwOUcwB5tDWoU0caW0ZVCvMWbSFjMD6jGE9AubJ3kQ6Ed37y_8_O3EKF3Buu95UG/s320/gambar.png" width="239" /></a></div>
☺ HP = {x│2 ≤ x < 3, x ϵ <b>R</b>}.<br />
<br />
<i>4. PERTIDAKSAMAAN BENTUK AKAR</i><br />
<br />
Adalah pertidaksamaan yang variabelnya ada di dalam tanda akar.<br />
<br />
<b>Langkah langkah penyelesaian bentuk ini yaitu:</b><br />
<br />
☺Susunlah dahulu bila kedua ruas seimbang.<br />
<br />
<i>(Bila ada dua tanda akar letakkan satu di ruas kiri, satu di ruas kanan; bila ada tiga tanda akar letakkan satu di ruas kiri,dua di ruas kanan atau sebaliknya).</i><br />
<br />
☺Kuadratkan kedua ruasnya.<br />
<br />
<i>(tanda tidak berubah karena yang dikuadratkan adalah bilangan positif).</i><br />
<br />
☺Selesaikan pertidaksamaannya ................. (1)<br />
<br />
<i>syarat: bilangan di bawah tanda akar harus non negatif (³ 0)...(2) (pembicaraan adalah mengenai bilangan riil)<br />
<br />
</i><=> Jawabannya adalah yang memenuhi syarat (1) dan (2) di atas. contoh : <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlLGiH4okiXk9zzaC6l54bp-Na8dSZahzV9Q5rT9VTtlkSOsU_hnkvfffXFx2LcCnyLy2Dp_1IfqhIPVjjVYcIkbMdbpWtLCiVx3waBck0zMFQ-ym9kuTueM9BJeX3J362zlmaJg52e7jc/s1600/gambar.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlLGiH4okiXk9zzaC6l54bp-Na8dSZahzV9Q5rT9VTtlkSOsU_hnkvfffXFx2LcCnyLy2Dp_1IfqhIPVjjVYcIkbMdbpWtLCiVx3waBck0zMFQ-ym9kuTueM9BJeX3J362zlmaJg52e7jc/s320/gambar.png" width="320" /></a></div>
<br />
<br />
<i>5. PERTIDAKSAMAAN BENTUK NILAI MUTLAK</i><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhALXp5hUBSHMlokgkbiQT8E-pH9xY6VfM-WnjrnQVolgJ1AfWRDfVzw-aTANVdmgSpAHtosWKar146xT9Lz8hPT2P10SHQYZXsWT0K0Rc6x9lOUNVG96WE1oqaQAIg8yL0r5b-XhH63zOI/s1600/new.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhALXp5hUBSHMlokgkbiQT8E-pH9xY6VfM-WnjrnQVolgJ1AfWRDfVzw-aTANVdmgSpAHtosWKar146xT9Lz8hPT2P10SHQYZXsWT0K0Rc6x9lOUNVG96WE1oqaQAIg8yL0r5b-XhH63zOI/s320/new.png" width="320" /></a></div>
<br />
<br />
gomawoyo, jalhamyeon dangsin-eul doul su ☀☺☀</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-74944520346077450292011-12-05T04:13:00.001+07:002012-03-22T08:48:23.973+07:00Kimia Karbon ( Isomer Senyawa Hidrokarbon)<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhLBeJ6Yv_reBdNvP0B-W3dmZWyeSJIodyqxiONnrQo1mcgfVT4J9qkmfZHFt7-LZnTrR-nAT5It9Ly0ppJhhPYiohlZcNCMJ1Y9svNa-BjUzRXa7lIhqQCLwtR1eKWpTJjutEF5aQWu4/s1600/karbon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQhLBeJ6Yv_reBdNvP0B-W3dmZWyeSJIodyqxiONnrQo1mcgfVT4J9qkmfZHFt7-LZnTrR-nAT5It9Ly0ppJhhPYiohlZcNCMJ1Y9svNa-BjUzRXa7lIhqQCLwtR1eKWpTJjutEF5aQWu4/s1600/karbon.jpg" /></a></div>
<br />
Isomer isomer yang terjadi pada senyawa hidrokarbon.
Isomer adalah suatu senyawa karbon yang mempunyai rumus molekul sama, <br />
<a name='more'></a>tetapi strukturnya berbeda. Isomer isomer suatu senyawa mempunyai sifat fisik dan sifat kimia yang berbeda.
<br />
<b>1. Isomer Alkana</b>
Isomer yang terjadi pada Alkana adalah isomer rantai ( rangka ).<br />
<br />
<b>2. Isomer Alkena</b>
Isomer Alkena dimulai dari Butena. Isomer pada Alkena dapat terjadi karena letak cabang, letak ikatan rangkap, dan perbedaan arah atau susunan atom dalam ruang. Isomer yang terjadi pada Alkena adalah <b>isomer rantai ( rangka ), isomer posisi, dan isomer ruang</b>.
<b> </b><br />
<br />
<b>3. Isomer Alkuna</b>
Seperti halnya pada Alkana dan Alkena, pada Alkuna juga menunjukkan suatu peristiwa Isomerisasi, yaitu mulai pada butuna. isomer yang terjadi pada Alkuna adalah Isomer rantai ( rangka ), dan isomer posisi. sedangkan isomer ruang ( geometri ) tidak dijumpai pada Alkuna.</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-86803332963995044832011-12-04T03:54:00.002+07:002012-03-22T08:48:51.135+07:00Kimia Karbon (Alkana, Alkena, Alkuna)<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Senyawa organik</b> didefinisikan sebagai cabang ilmu kimia yang khusus mempelajari senyawa - senyawa karbon atau yang biasa disebut dengan <b>KIMIA KARBON</b>.
Dan perlu kalian ketahui, Senyawa karbon juga disebut dengan <i>senyawa organik</i> lho???? kenapa????<br />
<a name='more'></a>karena banyak berasal dari organ organ makhluk hidup (organisme).<span style="color: red;"> </span>
<br />
and sebaliknya, senyawa yang tidak berasal dari makhluk hidup disebut <i>senyawa anorganik</i>.
selain hidrogen, di dalam senyawa karbon kadang - kadang juga ada unsur yang lain, misalnya nitrogen, oksigen, dan unsur - unsur halogen. senyawa karbon yang hanya terdiri atas karbon dan hidrogen disebut dengan <i>SENYAWA HIDROKARBON.</i>.
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjykWzO8ZHaWIMDk4zioHQYscpFWIqN-NYe0sqWIKGSYWrzZilAYkB4DN3yxuK-mtzzyeoUVDNCdra_vEIGknyCvb11VzVmHc_i4EVbZ8k1qrTcj7H6EZPHumFAmoC2xl5_zT7WAzWRS76B/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjykWzO8ZHaWIMDk4zioHQYscpFWIqN-NYe0sqWIKGSYWrzZilAYkB4DN3yxuK-mtzzyeoUVDNCdra_vEIGknyCvb11VzVmHc_i4EVbZ8k1qrTcj7H6EZPHumFAmoC2xl5_zT7WAzWRS76B/s320/Untitled.png" width="320" /></a></div>
<b>Keunikan Atom karbon:</b>
Atom karbon mempunyai nomor atom 6, sehingga dalam sistem periodik 2 terletak pada golongan IVA dan periode 2. Keadaan tersebut membuat atom karbon mempunyai beberapa keistimewaan sebagai berikut.
<b>1. Atom Karbon Memiliki 4 Elektron Valensi</b>
Berdasarkan konfigurasi keenam elektron yang dimiliki atom karbon didapatkan bahwa elektron valensi yang dimilikinya adalah 4. Untuk mencapai kestabilan, atom ini masih membutuhkan 4 elektron lagi dengan cara berikatan kovalen. Tidak ada unsur dari golongan lain yang dapat membentuk ikatan kovalen sebanyak 4 buah dengan aturan oktet.
<b>2. Atom Unsur Karbon Relatif Kecil</b>
Ditinjau dari konfigurasi elektronnya, dapat diketahui bahwa atom karbon terletak pada periode 2, yang berarti atom ini mempunyai 2 kulit atom, sehingga jari-jari atomnya relatif kecil. Hal ini menyebabkan ikatan kovalen yang dibentuk relatif kuat dan dapat membentuk ikatan kovalen rangkap.
<b>3. Atom Karbon Dapat Membentuk Rantai Karbon</b>
Keadaan atom karbon yang demikian menyebabkan atom karbon dapat membentuk rantai karbon yang sangat panjang dengan ikatan kovalen, baik ikatan kovalen tunggal, rangkap 2, maupun rangkap 3. Selain itu dapat pula membentuk rantai lingkar (siklik).
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYMNbINCfS96ZMqPfPpYX3D-ZrcgVHIFelvHD6aLS_-jUHQVNFZ25zH0b38ygvJ2BfIcyVEjYx2_UKQdXKtTMBoDJUefdY7pZzg9isiqJQ-A7t-bUsl3CDDPmWZs8qZ9m3PtCnAEKuDhPv/s1600/Unntitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYMNbINCfS96ZMqPfPpYX3D-ZrcgVHIFelvHD6aLS_-jUHQVNFZ25zH0b38ygvJ2BfIcyVEjYx2_UKQdXKtTMBoDJUefdY7pZzg9isiqJQ-A7t-bUsl3CDDPmWZs8qZ9m3PtCnAEKuDhPv/s320/Unntitled.png" width="320" /></a></div>
<b>Isomer</b>
Pada senyawa kidrokarbon dikenal istilah isomer. Isomer adalah suatu keadaan di mana senyawa-senyawa mempunyai rumus molekul sama, tetapi rumus strukturnya berbeda.
Cobalah perhatikan struktur berikut.
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj013BoLcfdOvsY6cSo1G6KcqvoR78_zNl8gQ2bgMp2V60jGJGy5RJ9-Wt0Gy9R4fJSMM_lT-OJDq3xhIdCcvx1Jbm0FmMdtzcqkeuf6x4SxxdBbzfCwSS8MsG-wtSBw8_LdT6Wdt74BlFK/s1600/ad.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="119" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj013BoLcfdOvsY6cSo1G6KcqvoR78_zNl8gQ2bgMp2V60jGJGy5RJ9-Wt0Gy9R4fJSMM_lT-OJDq3xhIdCcvx1Jbm0FmMdtzcqkeuf6x4SxxdBbzfCwSS8MsG-wtSBw8_LdT6Wdt74BlFK/s320/ad.png" width="320" /></a></div>
Hitunglah jumlah atom C dan atom H pada kedua struktur di atas! Ternyata jumlahnya sama bukan? Yaitu 5 atom C dan 12 atom H.
Cobalah juga perhatikan struktur berikut.
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAw5DUg9Z-XXgeFdoOW8FuqkLIlN93UCLQkV1t2kQ00LxzNBcxRTRQXBu4GTx8a2rpNWLYIy_eas6DbYQO3uq87Yq8J4HUUtIZxDVHjE1a-TyCcVMXJsIj6ly7zTOPSIQu4IyIe8lSIgWa/s1600/fd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="67" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAw5DUg9Z-XXgeFdoOW8FuqkLIlN93UCLQkV1t2kQ00LxzNBcxRTRQXBu4GTx8a2rpNWLYIy_eas6DbYQO3uq87Yq8J4HUUtIZxDVHjE1a-TyCcVMXJsIj6ly7zTOPSIQu4IyIe8lSIgWa/s320/fd.png" width="320" /></a></div>
Kedua struktur tersebut juga sama-sama memiliki 4 atom C dan 8 atom H. Seperti itulah gambaran dari isomer. Di kelas X, Anda nanti akan mempelajari isomer isomer rangka, isomer posisi, serta isomer geometri, yaitupada pembahasan alkana, alkena, dan alkuna. Sedangkan isomer gugus fungsiakan Anda pelajari di kelas XII.
<i>Senyawa Hidrokarbon</i>
Senyawa karbon yang paling sederhana adalah hidrokarbon karena hanya terdiri dari dua unsur, yaitu karbon (C) dan hidrogen (H). Meskipun demikian jumlah senyawa yang dihasilkan dari kedua unsur ini sangat banyak. Macam-macam atom karbon, yaitu atom karbon primer, sekunder, tersier, dan kuarterner. Keistimewaan atom karbon yang dapat membentuk ikatan kovalen sebanyak 4 buah dan kemampuannya dalam membentuk rantai karbon, menyebabkan atom karbon mempunyai kedudukan yang berbeda-beda. Kedudukan tersebut adalah:
1. Atom karbon primer, yaitu atom karbon yang terikat langsung pada 1 atom karbon yang lain.
2. Atom karbon sekunder, yaitu atom karbon yang terikat langsung pada 2 atom karbon yang lain.
3. Atom karbon tersier, yaitu atom karbon yang terikat langsung pada 3 atom karbon yang lain.
4. Atom karbon kuarterner, yaitu atom karbon yang terikat langsung pada 4 atom karbon yang lain.
Perhatikan contoh berikut.
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicSMKBLwxCf0ri-Lu4_M4Xn9A7iTJoLY347yfRtmvwEcBOdOpmx8tYfJjakRhfDYiD_6OCWmmIKawOPpRlA5Yaz_g2VmLIZQ5f4cNwPcz9x9FGRTLAeKjLZ5botqobR_mx-E0Zev2jN5x1/s1600/as.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicSMKBLwxCf0ri-Lu4_M4Xn9A7iTJoLY347yfRtmvwEcBOdOpmx8tYfJjakRhfDYiD_6OCWmmIKawOPpRlA5Yaz_g2VmLIZQ5f4cNwPcz9x9FGRTLAeKjLZ5botqobR_mx-E0Zev2jN5x1/s320/as.png" width="320" /></a></div>
Penggolongan Hidrokarbon
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0gcd4qY_JOm-KbSgj6M2kASGw0bj3LXhY44ufk3wEGHLcHZoYiJC51-VC9qyBye9ii2hsRZzpCTaLOGl47_9rHmInOMsX9Ev35BUAUTTSWckRXAFmA41T4l4DwH3as8V2xboAuVuKnaLn/s1600/url.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0gcd4qY_JOm-KbSgj6M2kASGw0bj3LXhY44ufk3wEGHLcHZoYiJC51-VC9qyBye9ii2hsRZzpCTaLOGl47_9rHmInOMsX9Ev35BUAUTTSWckRXAFmA41T4l4DwH3as8V2xboAuVuKnaLn/s320/url.jpg" width="320" /></a></div>
Dari contoh di atas, bisa Anda lihat jumlah atom karbon pada masing-masing posisi,
yaitu:
primer : 5 (yang bertanda 1°)
sekunder : 3 (yang bertanda 2°)
tersier : 1 (yang bertanda 3°)
kuarterner : 1 (yang bertanda 4°)
<i>Hidrokarbon yang mengandung ikatan rangkap dua disebut ALKENA dan hidrokarbon yang mengandung ikatan rangkap 3 disebut Alkuna.</i>
<b>1. ALKANA</b>
adalah hidrokarbon dengan rantai terbuka dan mempunyai ikatan tunggal sehingga disebut hidrokarbon Alifatis Jenuh. Alkana juga disebut parafin yang berarti mempunyai daya alifatis kecil (sukar bereaksi)
Rumus Umum Alkana: <b>C<sub>n</sub>H<sub>2n+2</sub></b>
Deret homolog alkana
Deret homolog adalah suatu golongan/kelompok senyawa karbon dengan rumus umum yang sama, mempunyai sifat yang mirip dan antar suku-suku berturutannya mempunyai beda CH<sub>2</sub> atau dengan kata lain merupakan rantai terbuka tanpa cabang atau dengan cabang yang nomor cabangnya sama.
Sifat-sifat deret homolog alkana :
o Mempunyai sifat kimia yang mirip
o Mempunyai rumus umum yang sama
o Perbedaan Mr antara 2 suku berturutannya sebesar 14
o Makin panjang rantai karbon, makin tinggi titik didihnya
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9PPm9DUxbrn4fCFMfUJ6J1PuTMA_XnMnStfSJejOnnvTpXk_Kkrm1VOb4IMO5I7jLIm8U5C0QWc6LQfHp4cQ9_uSrEYEa17_SCcIFWfmrgEKesploTycY1KtQUbfjzG0v8atT6FCVbfuS/s1600/kurl.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9PPm9DUxbrn4fCFMfUJ6J1PuTMA_XnMnStfSJejOnnvTpXk_Kkrm1VOb4IMO5I7jLIm8U5C0QWc6LQfHp4cQ9_uSrEYEa17_SCcIFWfmrgEKesploTycY1KtQUbfjzG0v8atT6FCVbfuS/s320/kurl.jpg" width="320" /></a></div>
<b>Tata Nama Alkana</b>
a. Tentukan rantai karbon terpanjang sesuai rantai utama
b. Atom C ujung ( diberi nomor 1 ) adalah yang dekat dengan rantai simpang/simpangnya lebih panjang.
c. Sebut nomor yang menunjukkan letak rantai cabang, lalu nama rantai cabang, menurut urutan abjad, lalu diikuti nama rantai lurusnya. contoh: <b>3 metil heksana</b>
d. Jika rantai simpangnya ada yang sama ( lebih dari satu) cukup ditulis awalan di, tri, dst. contoh: <b>2,3 dimetil heksana.
</b>
Contoh :
Apakah nama hidrokarbon di bawah ini ?
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuJJhzTqiXBWVs950Q2CWMATds3g0xusFgYYA44dQlLFEfuvQ9aF5XvG3110HC7UMgh83aPvIQHRO6JF0otHoYRnHYovHTCDz45QWKy2Z7KOK8QTnaWjIq9PDOHSAy-gW9Gd18tp5qhbZj/s1600/karbon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuJJhzTqiXBWVs950Q2CWMATds3g0xusFgYYA44dQlLFEfuvQ9aF5XvG3110HC7UMgh83aPvIQHRO6JF0otHoYRnHYovHTCDz45QWKy2Z7KOK8QTnaWjIq9PDOHSAy-gW9Gd18tp5qhbZj/s320/karbon.jpg" width="314" /></a></div>
kita tentukan rantai utamanya, Rantai utama adalah rantai terpanjang :
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTaBIExwVn6HUYzBjGJoa1c_TwOkACTth3kmGjUnEi4QDQ3AhI5BB_y_uK3uc0KFcj8ztxKMtetONmmpPqCQAqBmyfc3zOfD6wmU50NrqK8Cv29rf7e3OlhbANEtOxLmexvDFKsI0I5hCZ/s1600/C4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTaBIExwVn6HUYzBjGJoa1c_TwOkACTth3kmGjUnEi4QDQ3AhI5BB_y_uK3uc0KFcj8ztxKMtetONmmpPqCQAqBmyfc3zOfD6wmU50NrqK8Cv29rf7e3OlhbANEtOxLmexvDFKsI0I5hCZ/s320/C4.jpg" width="320" /></a></div>
kotak merah adalah rantai utama. perhatikan sisi sebelah kiri, bila rantai utamanya yang lurus (garis putus2) maka sama2 akan bertambah 2 atom C tapi hanya akan menimbulkan satu cabang (bagian yang belok ke bawah), sedangkan bila kita belokkan ke bawah akan timbul 2 cabang (Aturan no 1). Sekarang coba perhatikan bagian kanan, penjelasannya lebih mudah, bila rantai utamanya yang lurus (garis putus2) hanya bertambah satu atom C sedangkan bila belok ke bawah maka akan bertambah 2 atom C. Jadi rangkaian rantai utama itu boleh belak-belok dan gak harus lurus, asal masih dalam satu rangkaian yang bersambungan tanpa cabang.
rantai karbon yang tersisa dari rantai utama adalah cabangnya,
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYL6vDTVX0GXIewCeRpGef7LxGE9KDk3sqkVjEM3aUXgUI0K_Gv0eUsGGA2C1xd4YeV9zAsLdLuZ7FkQw-BJElyHGxMnJAd27F0BCZL_9BkMW1M5hgOTiYZ8cqQi3K0-udB3J9A1Y6nWi4/s1600/C5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYL6vDTVX0GXIewCeRpGef7LxGE9KDk3sqkVjEM3aUXgUI0K_Gv0eUsGGA2C1xd4YeV9zAsLdLuZ7FkQw-BJElyHGxMnJAd27F0BCZL_9BkMW1M5hgOTiYZ8cqQi3K0-udB3J9A1Y6nWi4/s320/C5.jpg" width="320" /></a></div>
terlihat ada 3 cabang yakni 1 etil dan 2 metil, penomoran cabang kita pilih yang angkanya terkecil :
• bila dari ujung rantai utama sebelah kiri maka etil terletak di atom C rantai utama nomor 3 dan metil terletak di atom C rantai utama nomor 2 dan 6
• bila dari ujung rantai utama sebelah kanan maka etil terletak di atom C rantai utama nomor 6 dan metil di atom C rantai utama nomor 3 dan 7
Urutan penamaan : nomor cabang - nana cabang - nama rantai induk
: 3 etil 2,6 dimetil oktana
cabang etil disebut lebih dahulu daripada metil karena abjad nama depannya dahulu (abjad "e" lebih dahulu dari "m"). karena cabang metil ada dua buah maka cukup disebut sekali ditambah awalan "di" yang artinya "dua". karena rantai utamanya terdiri dari 8 atom C maka rantai utamanya bernama : oktana.
terlihat ada 3 cabang yakni 1 etil dan 2 metil, penomoran cabang kita pilih yang angkanya terkecil :
• bila dari ujung rantai utama sebelah kiri maka etil terletak di atom C rantai utama nomor 3 dan metil terletak di atom C rantai utama nomor 2 dan 6
• bila dari ujung rantai utama sebelah kanan maka etil terletak di atom C rantai utama nomor 6 dan metil di atom C rantai utama nomor 3 dan 7
kesimpulannya kira urutkan dari ujung sebelah kiri,
Urutan penamaan : nomor cabang - nana cabang - nama rantai induk
jadi namanya : 3 etil 2,6 dimetil oktana
cabang etil disebut lebih dahulu daripada metil karena abjad nama depannya dahulu (abjad "e" lebih dahulu dari "m"). karena cabang metil ada dua,maka cukup ditambah awalan "di" yang artinya "dua". karena rantai utamanya terdiri dari 8 atom C maka rantai utamanya bernama : oktana.
bentuk struktur kerangka Alkana kadangkala mengalami penyingkatan misalnya :
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Lzo_CWvdckedyWmOIxjKXfghOPHpr_-qWH5RDGH9FzPu06oS1KHyq2uXPd_J_ffBCRKvGHzH4b6qLrVQmJsPM2gr9vGhV1-cy75sGC8KEMD4CmD9fisUYjSw4zYDY3oFvrQPEaGnXXvT/s1600/C2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Lzo_CWvdckedyWmOIxjKXfghOPHpr_-qWH5RDGH9FzPu06oS1KHyq2uXPd_J_ffBCRKvGHzH4b6qLrVQmJsPM2gr9vGhV1-cy75sGC8KEMD4CmD9fisUYjSw4zYDY3oFvrQPEaGnXXvT/s320/C2.jpg" width="320" /></a></div>
CH3 (warna hijau) -> ujung rantai
CH2 (warna biru) -> bagian tenganh rantai lurus
CH (warna oranye) percabangan tiga
C (warna merah) percabangan empat
<b>2. ALKENA</b>
Alkena merupakan senyawa hidrokarbon yang mempunyai ikatan rangkap dua pada rantai karbonnya.
Rumus umum alkena adalah <b>C<sub>n</sub>H<sub>2n</sub>.</b>
<strike>Deret Homolog ALKENA</strike>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiruhfiDcHqe0Dxud9xSoV1CRj5-9eTr9Ja4avx9mBTbDNrqP5EEUuBDLPuNxXOiNPFkE5eTp8W3Yj5FAmiOEFQWLEO2RSJgXsZ0uibSrxkqg5VflnIWhQqf-vGXPjZzFvmePR2SKM_1ch7/s1600/urlb.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiruhfiDcHqe0Dxud9xSoV1CRj5-9eTr9Ja4avx9mBTbDNrqP5EEUuBDLPuNxXOiNPFkE5eTp8W3Yj5FAmiOEFQWLEO2RSJgXsZ0uibSrxkqg5VflnIWhQqf-vGXPjZzFvmePR2SKM_1ch7/s320/urlb.png" width="320" /></a></div>
a. Tata nama alkena menurut IUPAC
1) Rantai utama diambil rantai karbon terpanjang yang mengandung ikatan rangkap dua. Ikatan rangkap dua diberi nomor sekecil mungkin.
2) Rantai cabang diberi nomor menyesuaikan nomor ikatan rangkap dua.
Contoh:
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRU2eObXTi_AyqafEGfeeeS_akkuvhS8TQZr0rF_OFbPT8cMH3_K-THC5pAt8BIK5AEjVLbySRbjbu8RH_euv9wvA_lsaI6tW_4lqlEnbzK65sWU9D-O2C5LGF_SUKKmE2RH1iOc_zsusQ/s1600/c.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRU2eObXTi_AyqafEGfeeeS_akkuvhS8TQZr0rF_OFbPT8cMH3_K-THC5pAt8BIK5AEjVLbySRbjbu8RH_euv9wvA_lsaI6tW_4lqlEnbzK65sWU9D-O2C5LGF_SUKKmE2RH1iOc_zsusQ/s320/c.png" width="320" /></a></div>
<b>b. Sifat-sifat alkena</b>
1) Titik didih alkena mirip dengan alkana, makin bertambah jumlah atom C, harga M<sub>r</sub> makin besar maka titik didihnya makin tinggi.
2) Alkena mudah larut dalam pelarut organik tetapi sukar larut dalam air.
3) Alkena dapat bereaksi adisi dengan H<sub>2</sub> dan halogen.
(H<sub>2</sub> = F<sub>2</sub>, Cl<sub>2</sub>, Br<sub>2</sub>, I<sub>2</sub>)
a) Adisi alkena dengan H<sub>2</sub>
Contoh:
CH<sub>2</sub>=CH<sub>2</sub>+ H<sub>2</sub> -> CH<sub>3</sub> - CH<sub>3</sub>
etena etana
<b>b) Adisi alkena dengan halogen.</b>
Reaksi umum: <b>–CH=CH– + X<sub>2</sub> -> -CHX -CHX-</b>
CH<sub>2</sub>=CH<sub>2</sub>+ Cl<sub>2</sub> -> CH<sub>2</sub>Cl - CH<sub>2</sub>Cl.
Etena 1,2-dikloro etana
<b>
3. Alkuna</b>
Alkuna merupakan senyawa hidrokarbon yang mempunyai ikatan rangkap tiga pada rantai karbonnya.
Rumus umum alkuna adalah <b>C<sub>n</sub>H<sub>2n-2</sub>.</b>
<b>
Deret Homolog Alkuna</b>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1bebTFrxAwylLa-E_by4K4dhYjIldpz95JX0sImLqfr6mo5NzkFl8AMjPO2wM-JL1Cfo_G7Do41iU56PgPvoDp4qDU_p4b4lQos10s7HUP0su_0bo-Hw-cKWuaaqG-vKhGuJowCGvgfph/s1600/deret+homolog.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1bebTFrxAwylLa-E_by4K4dhYjIldpz95JX0sImLqfr6mo5NzkFl8AMjPO2wM-JL1Cfo_G7Do41iU56PgPvoDp4qDU_p4b4lQos10s7HUP0su_0bo-Hw-cKWuaaqG-vKhGuJowCGvgfph/s320/deret+homolog.png" width="320" /></a></div>
<b>
a. Tata nama alkuna menurut IUPAC</b>
1. Tentukan rantai karbon terpanjang sesuai rantai utama yang mengandung ikatan rangkap tiga.
2. Atom C ujung ( diberi nomor 1 ) adalah yang dekat dengan ikatan rangkap tiga.
3. Rantai cabang diberi nomor menyesuaikan nomor ikatan rangkap tiga.
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1FPUYHrSKsydbmmjjnPv3pRlSHH23sbUtUq6SPytHJuHhVy_0rLH4G4CIobQf09v0IKDOcyzVi2wncrvHCRMrw6ScCst2s5GqDKGLaIMhTILxIpMnFeA2-4iZoa_MEYMxYJ8NnTkDVILD/s1600/contoh+alkuna.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1FPUYHrSKsydbmmjjnPv3pRlSHH23sbUtUq6SPytHJuHhVy_0rLH4G4CIobQf09v0IKDOcyzVi2wncrvHCRMrw6ScCst2s5GqDKGLaIMhTILxIpMnFeA2-4iZoa_MEYMxYJ8NnTkDVILD/s320/contoh+alkuna.png" width="320" /></a></div>
</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.comtag:blogger.com,1999:blog-372946826320093198.post-89418830534778668262011-11-08T20:38:00.001+07:002012-03-10T09:23:35.090+07:00"MOMOK di Sekolah????" ( MATEMATIKA)<div dir="ltr" style="text-align: left;" trbidi="on">
jumpa lagi dengan posting posting yang semoga bisa membantu saudara saudara semua dalam menimba ilmu. Yach, kali ini, saya mau posting tentang Pelajaran yang di anggap para siswa sebagai momok di sekolah. tapi sebenarnya pelajaran ini sangat menarik dan menantang untuk dipahami. pasti semua murid udah pada tau pelajaran apa yang saya maksud. yah,,, MATEMATIKA. Matematika memang <br />
<a name='more'></a>bukanlah hal yang mudah untuk diselesaikan,tapi kalo kita mau berusaha dan mau berlatih keras, pasti kita akan bisa menyelesaikan masalah masalah yang ada di soal matematika. <br />
kali ini, kita akan mempelajari tentang matematika Kelas 10 . Di semester 1, kita menjumpai:<br />
<i>a. Bentuk Pangkat<br />
b. Bentuk Akar<br />
c. Bentuk Logaritma<br />
d. Persamaan Kuadrat<br />
e. Sistem Persamaan Linier Dan Kuadrat.</i><br />
<br />
<b>A. BENTUK PANGKAT.</b><br />
<br />
2<sup>7</sup>, angka 2 disebut sebagai basis dan angka 7 disebut sebagai pangkat atau eksponen.<br />
<i><br />
* sifat - sifat bilangan berpangkat dengan pangkat bulat positif *</i><br />
Misalkan a, b,ϵ <b>R</b> dan m, n adalah bilangan bulat positif dengan m ≥ n, maka:<br />
1. a<sup>m</sup> x a<sup>n</sup> = a<sup>m+n</sup><br />
2. a<sup>m</sup> : a<sup>n</sup> = a<sup>m-n</sup><br />
3.(a<sup>m</sup>)n = a<sup>m.n</sup><br />
4. (a x b )<sup>n</sup> = a<sup>n</sup> x b<sup>n</sup><br />
5. (a/b)<sup>n</sup> = a<sup>n</sup> / b<sup>n</sup>, b ≠ 0<br />
<br />
* Pangkat Bulat Negatif dan Nol *<br />
<i>Definisi</i><br />
Jika a bilangan real dan a ≠ 0 maka a<sup>0</sup> = 1<br />
Jika a ϵ <b>R</b>, a ≠ 0 dan n bilangan bulat negatif maka a<sup>-n</sup> = 1/a<sup>n</sup><br />
<br />
contoh: (2<sup>-1</sup>)<sup>-1</sup> = (1/1/2) <sup>1</sup> = 2<sup>1</sup> = 2.<br />
<br />
<b>B. BENTUK AKAR</b><br />
Kita akan memperluas operasi perpangkatan,sehingga berlaku untuk pangkat perpecahan atau yang biasa disebut dengan Bilangan Irrasional.<br />
Miasalkan a dan b bilangan real, n bilangan bulat positif dan antara a, b dan n terdapat hubungan b<sup>n</sup> = a. bilangan b dinamakan akar pangkat n dari a.<br />
<br />
<b>Sifat Perkalian Akar</b><br />
Untuk a dan b bilangan real positif berlaku <br />
<sup>n</sup>√axb = <sup>n</sup>√a x <sup>n</sup>√b , b = p<sup>nq</sup><br />
<br />
<i>@ Operasi Aljabar Pada Bentuk Akar @</i><br />
Untuk a, b ϵ <b>R</b> dan c ϵ himpunan bilangan rasional non-negatif berlaku:<br />
1. a√c + b√c = (a + b ) √c<br />
2. a√c - b√c = (a - b ) √c<br />
<br />
<i>@ Operasi perkalian pada bentuk akar @</i><br />
Untuk a, b ϵ himpunan bilangan rasioanl non-negatif berlaku :<br />
√a x √b = √axb<br />
<i>@ Operasi pembagian pada akar @</i><br />
Untuk a, b ϵ himpunan bilangan rasional non-negatif, b ≠ 0, berlaku:<br />
√a / √b = √a/b<br />
<b><br />
C. BENTUK LOGARITMA </b><br />
Secara umum, jika basisnya a maka <sup>a</sup>log y = x ekuivalen dengan a<sup>x</sup> = y<br />
<sup>a</sup>log y = x => a<sup>x</sup> = y. <br />
1. Logaritma hanya didefinisikan untuk a > 0 dan a ≠ 1.<br />
2. Untuk setiap a> 0, bilangan berpangka a<sup>x</sup>>0, maka y > 0. karena ruas kiri dan kanan ekuivalen maka disimpulkan bahwa <sup>a</sup>log y terdefinisi jika y > 0<br />
Logaritma dengan basis 10 cukup dituliskan log y, tanpa perlu menuliskan basisnya. jadi, jika log y = x maka 10<sup>x</sup> = y.<br />
<br />
Sifat sifat yang ada pada LOGARITMA yang biasa kita temui:<br />
<br />
Misalkan a, x, y, z, p > 0, a ≠ 1, berlaku<br />
a. <sup>a</sup>log 1 = 0<br />
b. <sup>a</sup>log a = 1<br />
c. <sup>a</sup>log a<sup>x</sup> = x<br />
d. <sup>a</sup>log (xy) = <sup>a</sup>log x + <sup>a</sup>log y<br />
e. <sup>a</sup>log x/y = <sup>a</sup>log x - <sup>a</sup>log y<br />
f. <sup>a</sup>log x<sup>n</sup> = n.<sup>a</sup>log x<br />
g. <sup>a</sup>log x = p<sup>a</sup>log x / <sup>a</sup>log a = 1/ <sup>a</sup>log a<br />
h. <sup>a</sup>log x X <sup>x</sup>log y = <sup>a</sup>log y<br />
i. <sup>a<sup>m</sup></sup>log x = 1 / m <sup>a</sup>log x.<br />
<br />
<b>D. PERSAMAAN KUADRAT</b><br />
Bentuk umum persamaan kuadrat adalah<br />
ax<sup>2</sup> + bx + c = 0, dengan a,b,c ϵ <b>R</b> dan a ≠ 0.<br />
x disebut peubah atau variabel<br />
a disebut koefisien x<sup>2</sup><br />
b disebut koefisien x<br />
c disebut konstanta (suku tetap)<br />
<br />
<b>Menyelesaikan persamaan Kuadrat</b><br />
menyelesaiakan persamaan kuadrat berarti mencari nilai x yang memenuhi persamaan kuadrat tersebut. Nilai x yang memenuhi persamaan kuadrat disebut <b>akar</b> atau <b>penyelesaian</b> dari persamaan kuadrat.<br />
<br />
Akar akar persamaan kuadrat dapat ditentukan dengan 3 cara yaitu:<br />
1. Faktorisasi<br />
dalammenyelesaikan persamaan kuadrat dengan faktorisasi, kita menggunakan sifat perkalian berikut:<br />
Jika ab = 0, maka a = 0 atau b = 0<br />
Penerapannya adalah dengan memfaktorkan bentuk ax<sup>2</sup> + bx + c = 0, menjadi (ax + n)(x + m) = 0, lalu menyelesaikan bentuk terakhir menggunakan sifat perkalian. <br />
ax² + bx + c = 0 ® ax² + bx + c = 0 ® a (x + p/a) (x + p/a) = 0<br />
® x1 = - p/a dan x2 = - q/a<br />
dengan p.q = a.c dan p + q = b<br />
<br />
2. Melengkapkan bentuk kuadrat<br />
persamaan kuadrat tersebut dibentuk menjadi<br />
(x + p)² = q² ® x + p = ± q<br />
x1 = q - p dan x2 = - q - p<br />
<br />
3. Rumus ABC<br />
ax² + bx + c = 0 ® X1,2 = ( [-b ± √(b²-4ac)]/2a<br />
<br />
bentuk (b² - 4ac) selanjutnya disebut DISKRIMINAN (D) sehingga<br />
sehingga X1,2 = (-b ± √D)/2a<br />
<br />
Kemungkinan akar akar dari persamaan tersebut bila ditinjau dariNilai DISKRIMINAN.<br />
1. D > 0<br />
<br />
x1 = (-b+√D)/2a ; x2 = (-b-√D)/2a<br />
<br />
PK mempunyai dua akar nyata berbeda<br />
<br />
2. D = 0<br />
<br />
x1 = x2 = -b/2a<br />
<br />
PK mempunyai dua akar nyata yang sama<br />
<br />
3. D < 0
Tidak ada harga x yang memenuhi, PK tidak mempunyai akar nyata.
syarat akar nyata/ada/riil : D ³ 0
<b>Bentuk-Bentuk Simetris Akar-Akar Persamaan Kuadrat</b><br />
Suatu bentuk aljabar disebut simetris, seperti x² + y², jika x dan y dipertukarkan tempatnya menjadi y² + x², maka nilainya sama dengan bentuk semula.<br />
<br />
Dalam hal ini kita merubah bentuk yang diberikan menjadi bentuk (X1+X2) atau (X1.X2)<br />
1. X1² + X2² <br />
= (X1 + X2)² - 2X1.X2<br />
= (-b/a)² + 2(c/a)<br />
<br />
2. X1³ + X2³ <br />
= (X1+X2)³ - 3X1X2(X1+X2)<br />
= (-b/a)³ - 3(c/a)(-b/a)<br />
<br />
3. X14 + X24 <br />
= (X1²+X2²)² -(X1²X2²)<br />
= [(X1+X2)² - 2X1X2]² - 2(X1X2)²<br />
= [(-b/a)² - 2(c/a)]² - 2(c/a)²<br />
<br />
4. X1²X2 + X1X2² <br />
= X1X2(X1+X2)<br />
= c/a (-b/c)<br />
<br />
5. 1/X1 + 1/X2 <br />
= (X1+X2)/X1+X2<br />
= (-b/a)/(c/a)<br />
= -b/c<br />
<br />
6. X1/X2 + X2/X1 <br />
= (X1²+X2²)/X1X2<br />
= ((X1+X2)²-2X1X2)/X1X2<br />
<br />
7. (X1-X2)² <br />
= (X1+X2)² - 4X1X2 atau [√D/a]² = D/a²<br />
<br />
<br />
8. X1² - X1² = (X1+X2)(X1-X2)<br />
= (-b/a)(√D/a)<br />
<br />
<b>Bedakan Istilah</b><br />
<i>Jumlah Kuadrat : (X1²+X2²)</i><br />
<br />
dengan<br />
<i><br />
Kuadrat Jumlah (X1+X2)²</i><br />
<br />
<b>PEMBENTUKAN PERSAMAAN KUADRAT</b><br />
<i>KEDUA AKARNYA KUADRAT</i><br />
<br />
Andaikan akar-akarnya X1 dan X2<br />
<br />
1. Mengisikan akar-akarnya kedalam bentuk (X - X1)(X - X2) = 0<br />
<br />
2. Menggunakan sifat akar X² - (X1+X2)X + X1 . X2 = 0<br />
<i><br />
KEDUA AKARNYA MEMPUNYAI HUBUNGAN DENGAN AKAR-AKAR PERSAMAAN KUADRAT YANG DIKETAHUI</i><br />
<br />
Andaikan X1 dan X2 adalah akar-akar persamaan kuadrat aX²+bX+c=0 yang diketahui<br />
<br />
Hubungan tidak beraturan [y1 = f(X1,X2) dan y2 = f(X1,X2)]<br />
<br />
Andaikan y1 dan y2 adalah akar-akar persamaan kuadrat baru.<br />
<br />
Langkah:<br />
<br />
Cari terlebih dahulu nilai dari (y1 + y2) dan (y1 . y2) yang masing-masing merupakan fungsi dari (X1 + X2) atau (X1 . X2) dimana nilai dari (X1 + X2) dan (X1 . X2) didapat dari persamaan kuadrat yang diketahui.<br />
<br />
Persamaan Kuadrat baru : y² - (y1 + y2)y + (y1 . y2) = 0<br />
Hubungan beraturan (hal khusus)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbz__p1hNIj0TwsqkPSzaOPKkpjOkyEuyxeWq6cE0v6whN__s7nemX-ojsw-0X9LSdc5SGT7G999cHsG2-TFaSBohArLnG-A68sFzEbv2Zq9xon1M59lh2r1S1XfVhsdQlojvCbzn80z4/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbz__p1hNIj0TwsqkPSzaOPKkpjOkyEuyxeWq6cE0v6whN__s7nemX-ojsw-0X9LSdc5SGT7G999cHsG2-TFaSBohArLnG-A68sFzEbv2Zq9xon1M59lh2r1S1XfVhsdQlojvCbzn80z4/s320/Untitled.png" width="246" /></a></div>
<br />
<b>E. FUNGSI KUADRAT</b><br />
Pada umumnya grafik suatu fungsi kuadrat y = ax² + bx + c akan tertentu jika diketahui 3 titik yang dilaluinya. Hal khusus jika melalui titik puncak, cukup diketahui melalui 2 titik saja.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvoDebxEu1WgG_3bj07G8sDhlkAPXusbIYtxPpr4-icQyBaf1HczfWVyGIdWA3WaU5MG6KXksUr74ZPeRwKnfH-VronTjGNxasNqVFUvSVM88VVLwfOHHn7kVqWuH3h0g5QhAraV71o3x/s1600/Untitlevd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvoDebxEu1WgG_3bj07G8sDhlkAPXusbIYtxPpr4-icQyBaf1HczfWVyGIdWA3WaU5MG6KXksUr74ZPeRwKnfH-VronTjGNxasNqVFUvSVM88VVLwfOHHn7kVqWuH3h0g5QhAraV71o3x/s320/Untitlevd.png" width="320" /></a></div>
Ket:<br />
Dengan mensubstitusi titik-titik yang dilalui dan menyelesaikan persamaannya maka nilai a, b dan c yang dibutuhkan dapat dicari, sehingga fungsi kuadrat yang dimaksud dapat ditentukan.<br />
<i>Garis Lurus dan Parabola</i><br />
<br />
Misalkan :<br />
Garis lurus : y = mx + n ...(1)<br />
Parabola : y = ax² + bx + c ... (2)<br />
<br />
Koordinat titik potong garis lurus dan parabola di atas merupakan nilai x dan y yang memenuhi persamaan (1) dan (2).<br />
<br />
Didapat : mx + n = ax² + bx + c<br />
ax² + (b - m)x + ( c - n ) = 0 ® merupakan Persamaan Kuadrat dalam x.<br />
<br />
<br />
KEMUNGKINAN-KEMUNGKINAN<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7hihVTw6nvGJE7jao1RFGHqCg5JunSUsbcVxh9BXUmLjB6n6PS_n7hKa0dF_j9fro2lJTvKKeiDIQ0kPurQj3zIHxWgPFzE5LRN8hMqw0o07ALYVTOJOmUVOCfopk295NMngUvI3bs376/s1600/Untitlevd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7hihVTw6nvGJE7jao1RFGHqCg5JunSUsbcVxh9BXUmLjB6n6PS_n7hKa0dF_j9fro2lJTvKKeiDIQ0kPurQj3zIHxWgPFzE5LRN8hMqw0o07ALYVTOJOmUVOCfopk295NMngUvI3bs376/s320/Untitlevd.png" width="320" /></a></div>
<br />
Untuk menentukan koefisien arah garis singgung (gradien) di titik (x1,y1) pada grafik y = f (x)<br />
<br />
m= f'(x1)<br />
<br />
f'(x1) berarti nilai turunan f(x) pada titik dengan absis x = x1<br />
<br />
Persamaan garis singgung y - f(x1) = f '(x1) (x - x1)<br />
<br />
Ada dua persamaan garis singgung<br />
<br />
Bila titiknya tidak terletak pada parabola, maka gradiennya dimisalkan dengan m dan persamaan garisnya : y - y1 = m (x - x1 ) disinggungkan dengan parabola y = aX² + bx + c dengan syarat D = 0<br />
<br />
<b>E. SISTEM PERSAMAAN LINIER DAN KUADRAT</b><br />
<br />
Sistem Persamaan Linear dan Kuadrat Eksplisit<br />
<br />
SPLK Eksplisit<br />
Bentuk umum SPLK eksplisit ditulis sebagai berikut:<br />
dengan a, b, p, q, dan r merupakan bilangan-bilangan real.<br />
<br />
<strike>Langkah-langkah untuk menentukan himpunan penyelesaian SPLK Eksplisit adalah sebagai berikut:</strike><br />
<br />
Substitusikan persamaan linear y = ax + b ke persamaan kuadrat y = px2 + qx + r, diperoleh<br />
ax + b = px<sup>2</sup> + qx + r<br />
px<sup>2</sup> + (q - a)x + (r - b) = 0, dengan menggunakan pemfaktoran atau rumus ABC diperoleh nilai-nilai x (jika ada).<br />
<br />
Nilai-nilai x yang didapat dari langkah (1) disubtitusikan ke persamaan y = ax + b sehingga diperoleh nilai y. Pasangan nilai (x, y) merupakan himpunan penyelesaian SPLK.<br />
<br />
Banyak anggota himpunan penyelesaian pada persamaan kuadrat px<sup>2</sup> + (q - a)x + (r - b) = 0 dapat ditentukan dengan menggunakan diskriminan yang dinotasikan dengan D, dimana D = b<sup>2</sup> - 4ac.<br />
Diskriminan dari px<sup>2</sup> + (q - a)x + (r - b) = 0 adalah D = (q - a)2 - 4p(r - b).<br />
Jika D > 0 maka SPLK mempunyai dua anggota himpunan penyelesaian.<br />
Jika D = 0 maka SPLK mempunyai satu anggota himpunan penyelesaian.<br />
Jika D < 0 maka SPLK tidak mempunyai anggota himpunan penyelesaian.
Pasangan nilai (x, y) yang merupakan himpunan penyelesaian SPLK dapat ditafsirkan secara Geometri sebagai koordinat titik potong antara garis y = ax + b dengan parabola y = px2 + qx + r. Kedudukan garis terhadap parabola dapat ditentukan dengan nilai diskriminan D = (q- a)2 - 4p(r - b).
Jika D > 0 maka garis memotong parabola di dua titik yang berlainan.<br />
Jika D = 0 maka garis memotong parabola tepat di satu titik atau dikatakan garis menyinggung parabola<br />
Jika D < 0 maka garis tidak memotong maupun menyinggung parabola.
<strike>Sistem Persamaan Linear dan Kuadrat Implisit</strike><br />
<br />
Suatu persamaan dua variabel x dan y dikatakan berbentuk eksplisit apabila persamaan tersebut dapat dinyatakan dalam bentuk y = f(x) atau x = f(y).<br />
Contoh: (1) x = 5y + 20 (3) y = x2 +2x - 15 <br />
(2) y = 4x - 8 (4) x = y2 + 8y +12<br />
<br />
Suatu persamaan dua variabel x dan y dikatakan berbentuk implisit apabila persamaan tersebut tidak dapat dinyatakan dalam bentuk y = f(x) atau x = f(y). Persamaan implisit dinyatakan dalam bentuk f(x,y)<br />
Contoh: (1) x2 + y2 + 25 = 0 (3) x2 - 6xy + y2 + 8y = 0 <br />
(2) x2 + y2 - 4x + 6y = 0 (4) x2 + 2xy + y2 - 10y + 9 = 0<br />
<br />
Bentuk umum SPLK implisit ditulis sebagai berikut:<br />
<br />
<br />
Dengan a, b, c, d, e, f, p, q, r merupakan bilangan-bilangan real.<br />
<br />
<br />
A. Sistem Persamaan Linear dan Kuadrat Implisit yang Tidak Dapat Difaktorkan<br />
<br />
Penyelesaian SPLK implisit yang tidak difaktorkan adalah sebagai berikut.<br />
<br />
Pada persamaan linear px + qy + r = 0, nyatakan x dalam y atau y dalam x.<br />
Substitusikan x atau y dari persamaan linear ke persamaan kuadrat, sehingga diperoleh persamaan kuadrat dalam x atau y.<br />
Selesaikan persamaan kuadrat dari langkah (2) sehingga diperoleh nilai x atau y, kemudian substitusikan nilai x atau y ke persamaan linear.<br />
<br />
B. Sistem Persamaan Linear dan Kuadrat Implisit yang Dapat Difaktorkan<br />
<br />
Penyelesaian SPLK implisit yang dapat difaktorkan adalah sebagai berikut.<br />
<br />
Ubah persamaan ax2 + by2 + cxy + dx + ey + f = 0 menjadi bentuk (mx + ny)2 - s2 = 0 selanjutnya diubah menjadi {(mx + ny) + s}{(mx + ny) -s} = 0, sehingga diperoleh<br />
mx + ny + s = 0 atau mx + ny -s = 0<br />
Eliminasikan persamaan px + qy + r = 0 dengan mx + ny + s = 0 dan mx + ny -s = 0 sehingga diperolah nilai x dan y.<br />
<br />
Nah,, itulah sekilas tentang materi yang ada di kelas 10 semester 1. semoga dapat berguna bagi anda yang membaca, dan tak mnganggap MATEMATIKA sebagai MOMOK dalam sekolah lagi,,, HANSAMNIDA,, ^_^..</div>safita nurmalyyahttp://www.blogger.com/profile/04035238001973383481noreply@blogger.com