If A and B are two square matrix- then adj AB -A- adj BAB- adj A adj B C- adj Badj AD- None of these

The correct option is C (adj B)(adj A) nbsp; nbsp; nbsp;adj (AB)=(adj B)(adj A) ...

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Properties of Determinants

If A and B ar...

Question

If $A$ and $B$ are two square matrix, then $adj (A B) =$

adj (B A)

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(adj A) (adj B)

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(adj B) (adj A)

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None of these

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Similar questions

A

3 \times 3

B = a d j (A),

C = a d j (a d j (A))

D = a d j (a d j (a d j (A))),

| a d j (a d j (a d j (a d j (A B C D)))) |,

| A |

A, B

a d j ((A B) = (a d j B) (a d j A) .

A

3 \times 3

B, C

D

B = a d j (A),

C = a d j (a d j A)

D = (a d j (a d j (a d j A))) .

det (a d j (a d j (a d j (a d j A B C D))))) = | A |^{k},

k

A

3 \times 3

B, C

D

B = a d j (A),

C = a d j (a d j A)

D = (a d j (a d j (a d j A))) .

det (a d j (a d j (a d j (a d j A B C D))))) = | A |^{k},

k

If A is a square matrix of order n such that |adj (adj A)| $= | A |^{9}$ , then the value of n can be

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