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Question
কোন গোলকের ব্যাসার্ধ r হলে উহার আয়তন বৃদ্ধির হার ব্যাসার্ধ বৃদ্ধির হারের কত গুণ?
πr
2
4
πr
2
4
3
πr
2
4
πr
ANSWER : 2
Descrption
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"></figure>
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