If A', B' are transpose matrices of the square matrices A, B respectively , then (AB)' is equal to

A'B'

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B'A'

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AB'

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BA'

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Solution

The correct option is B B'A'
It is a fundamental concept ,i.e., (AB)' = B'A'

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Similar questions

If $A^{T}$ and $B^{T}$ are transpose matrices of the square matrices $A$ and $B$ respectively then ${(A B)}^{T}$ is equal to

A^{T}

B^{T}

^{T}

^{T}

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