Let `A=[(1, 1),(3,3)] and B=A+A^(2)+A^(3)+A^(4)`. If `B=lambdaA, AA lambda in R`, then the value of `lambda` is equal to

Let the matrix A=[(1,1),(2,2)] and B=A+A^(2)+A^(3)+A^(4) . If B=lambdaA, AA lambda in R , then the vlaue of lambda is equal to

Let the matrix A=[(1,1),(2,2)] and B=A+A^(2)+A^(3)+A^(4) . If B=lambdaA, AA lambda in R , then the vlaue of lambda is equal to

if A=[(1,2),(2,3)] and A^(2) -lambdaA-I_(2)=O, then lambda is equal to

if A=[(1,2),(2,3)] and A^(2) -lambdaA-l_(2)=O, then lambda is equal to

if A=[(1,2),(2,3)] and A^(2) -lambdaA-l_(2)=O, then lambda is equal to

if A=[(1,2),(2,3)] and A^(2) -lambdaA-l_(2)=O, then lambda is equal to

Let A be a 3 xx 3 matrix such that adj A = [{:(,2,-1,1),(,-1,0,2),(,1,-2,-1):}] and B =adj (adj A) . If |A| = lambda and |(B^(-1))^T| = mu then the ordered pair (|lambda|, mu) is equal to

If the points A(2,3,-4), B(1,-2,3) and C (3,lambda,-1) are colliner, then value of lambda is

If A=[[1, 1], [1, 1]] satisfies A^4=lambdaA , then write the value of lambda

If A=[(3,-3),(-3,3)] and A^2=lambdaA then find lambda.