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Question
সমবাহু ত্রিভুজের বাহুর দৈর্ঘ্য যদি
a
হয় তবে ক্ষেত্রফল হবে-
3
2
a
3
2
a
2
3
4
a
3
2
a
2
ANSWER : 3
Descrption
<p> সমবাহু ত্রিভুজের বাহুর দৈর্ঘ্য <i>a</i> একক হলে ক্ষেত্রফল নির্ণয়ের সূত্র <math xmlns="http://www.w3.org/1998/Math/MathML"><mfrac><msqrt><mn>3</mn></msqrt><mn>4</mn></mfrac></math><i>a</i><sup>2</sup> বর্গ একক। </p><p>যে ত্রিভুজের তিনটি বাহু সমান, তাকে সমবাহু ত্রিভুজ বলে। সমবাহু ত্রিভুজের প্রতিটি কোণ 60º।</p><figure class="image"><img src="data:image/png;base64,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"></figure>
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