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If A is an {3}{3}non-singular matrix such that A{A}^{'}={A}^{'

Question

If A is an $3 \times 3$ non-singular matrix such that A $A^{^{'}}$ = $A^{^{'}} A$ and $B = A^{- 1} A^{^{'}}$ , then $B B^{^{'}}$ equals

I + B

I

B^{- 1}

(B^{- 1})^{^{'}}

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Samuel Discussed

If A is an

3 \times 3

non-singular matrix such that A

A^{^{'}}

A^{^{'}} A

and

B = A^{- 1} A^{^{'}}

, then

B B^{^{'}}

equals

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Question Text	If A is an $3 \times 3$ non-singular matrix such that A $A^{^{'}}$ = $A^{^{'}} A$ and $B = A^{- 1} A^{^{'}}$ , then $B B^{^{'}}$ equals
Answer Type	Video solution: 1
Upvotes	150