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2
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2
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2
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15
কনিকাটির কেন্দ্রের স্থানাঙ্ক কত?
(1,1/2)
(2,3)
(0,0)
(1/2,1)
ANSWER : 1
Descrption
<figure class="image"><img 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"></figure>
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