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Q.

A square matrix A satisfies the relation  A2=2IA , where I is the identity matrix, A5=KI+PA , then  P+K   is equal to (where P,KR )

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a

-6

b

6

c

-1

d

1

answer is D.

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Detailed Solution

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A3=A2A=(2IA)A=2AA2=2A(2IA)=3A2I A4=A3A=(3A2I)A=3A22A=3(2IA)2A=6I5A A5=(6I5A)A=6A5A2=6A5(2IA)=11A10I P=11 and K=10

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A square matrix A satisfies the relation  A2=2I−A , where I is the identity matrix, A5=KI+PA , then  P+K   is equal to (where P,K∈R )