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Question
দুটি ভেক্টরের স্কেলার গুণফল = 18 এবং ভেক্টর গুণফল
=
6
3
ভেক্টরদ্বয়ের মধ্যবর্তী কোণের মান কত?
0
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ANSWER : 2
Descrption
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"></figure>
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