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If A and P are different matrics of orde...

If A and P are different matrics of order n sayisfying `A^(3) = P^(3) and A^(2) P = P^(2)A` (where |A - P| != 0) then `|A^(2) + P^(2)|` is equal to

A

n

B

0

C

|A|||P|

D

|A + P|

Text Solution

Verified by Experts

The correct Answer is:
B
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