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Question
A
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4
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এবং
A
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হলে AB মেট্রিক্স কোনটি?
A |4, -2, 9|
4
8
12
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3
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ANSWER : 2
Descrption
<p>কলাম ও সারি হিসাব করে সহজেই করা যায়।</p><figure class="image"><img 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"></figure><p> 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