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সমকোণী ত্রিভুজের অতিভুজ সংলগ্ন কোণ দুইটি প্রত্যেকটি কী কোণ?
সমকোণ
সূক্ষ্মকোণ
স্থূলকোণ
সরলকোণ
ANSWER : 2
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"></figure>
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