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Question

একটি সমবাহু ত্রিভুজের বাহুর দৈর্ঘ্য $2 \sqrt{2}$ সে.মি. হলে ক্ষেত্রফল কত?

\sqrt{3}

বর্গ. সে.

2 \sqrt{3}

বর্গ. সে.

3 \sqrt{3}

বর্গ. সে.

4 \sqrt{2}

বর্গ. সে.

ANSWER : 2

Descrption

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