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Question
4 জন মহিলা ও 6 জন পুরুষের মধ্য থেকে 4 সদস্যবিশিষ্ট একটি উপ-কমিটি গঠন করতে হবে যাতে 1 জন নির্দিষ্ট পুরুষ সর্বদাই উপস্থিত থাকেন। কত প্রকারে ঐ কমিটি গঠন করা যেতে পারে?
210
304
84
120
ANSWER : 3
Descrption
<p>যেহেতু 1 জন নির্দিষ্ট পুরুষ সর্বদাই উপস্থিত থাকবে</p><p> সেহেতু অবশিষ্ট 5জন পুরুষ ও 4 জন মহিলা হতে 3 সদস্যবিশিষ্ট উপ - কমটি গঠন করা যায় = <sup>9</sup>C<sub>3</sub> উপায়ে </p><p style="margin-left:0px;"><img src="data:image/png;base64,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"><br>=84 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