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ত্রিভুজের একটি কোণ এর অপর দুটি কোণের সমষ্টির সমান হলে ত্রিভুজটি---

সমকোণী

স্থুলকোণী

সমবাহু

সূক্ষ্মকোণী

ANSWER : 1

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"></figure>

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