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Question
পারদ ও কাচের স্পর্শকোণ
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ANSWER : 4
Descrption
<p>কঠিন ও তরলের <strong>স্পর্শ</strong> বিন্দু থেকে বক্র তরল তলে অঙ্কিত স্পর্শক কঠিন পদার্থের সাথে তরলের ভেতরে যে <strong>কোণ</strong> উৎপন্ন করে তাকে উক্ত কঠিন ও তরলের মধ্যকার <strong>স্পর্শ কোণ</strong> বলে ।</p><figure class="image"><img src="data:image/png;base64,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"></figure>
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