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

If A=[1111] satisfies A^(4)=lambda A, then write the value of lambda

If s in2A=lambda sin2B, then write the value of (lambda+1)/(lambda-1)

If sin2A=lambdasin2B , then write the value of (lambda+1)/(lambda-1) .

If A=[{:(1,1),(1,1):}] satisfies A^(5)=kA , then the value of k is

If matrix A = {:[(2,-2),(-2,2)] and A^2 = lambdaA , then write the value of lambda'.

If A=det[[1,11,1]] and A^(100)=lambda^(99)A, then the value of lambda is

If A is a skew-symmetric and n in N such that (A^n)^T=lambdaA^n , write the value of lambda .

If A=[(1,1), (1,1)] and det (A^n-1)=1-lambda^n, n in NN, then the value of lambda_n is

The area enclosed by y=x^(3) , its normal at (1,1) and x - axis is lambda , then find the value of 4 lambda = ?

if mu_21 is 1.5, then find the value of lambda_1/lambda_2.