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Question
ABC ত্রিভুজের B বিন্দুর স্থানাংক (5,9) এবং C বিন্দুর স্থানাংক (6,8), AB এবং AC বাহুর মধ্যবিন্দু D এবং E হলে DE এর দৈর্ঘ্য কত?
2
একক
2
2
একক
1
2
একক
1
2
2
একক
ANSWER : 3
Descrption
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"></figure><p>যেহেতু AC= √2 সুতরাং DE= 1/√2। কারণ, ত্রিভুজের যেকোনো দুই বাহুর মধ্যবিন্দুর সংযোগ সরলরেখা তৃতীয় বাহুর সমান্তরাল এবং দৈর্ঘ্য অর্ধেক।</p>
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