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বেনজিন কে আংশিক পাতন করে বিশুদ্ধ বেনজিন পাওয়া যায়-
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ANSWER : 4
Descrption
<p><strong>পাতন</strong> হচ্ছে কোনো তরল মিশ্রণ থেকে উপাদান পদার্থগুলোকে বিবিধ বাষ্পীভবন ও ঘনীভবন প্রক্রিয়ার মাধ্যমে আলাদা করা। এটা হতে পারে সম্পূর্ণভাবে পৃথক করা (খাঁটি উপাদান পদার্থের কাছাকাছি), অথবা এটা আংশিকভাবে পৃথকও হতে পারে যাতে মিশ্রণের ঐ পদার্থটির ঘনমাত্রা বাড়ে।</p><figure class="image"><img 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" alt="পাতন পদ্ধতি কি এর ছবির ফলাফল"></figure><figure class="image"><img 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" alt="পাতন পদ্ধতি কি এর ছবির ফলাফল"></figure>
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