Home
Class 12
MATHS
A=[[3-2] ,[ 4-2]], find the value of lam...

`A=[[3-2] ,[ 4-2]],` find the value of `lambda` so that `A^2=lambdaA-2I`

Promotional Banner

Similar Questions

Explore conceptually related problems

A=[[3-24-2]], find the value of lambda so that A^(2)=lambda A-2I

If A=[3-24-2], find the value of lambda so that A^(2)=lambda A-2I. Hence,find A^(-1)

Matrices A and B Satisfy AB = B^(-1) , where B =[{:(2,-2),(-1,0):}] , find the value of lambda for which lambdaA - 2B^(-1) + 1=O , Without finding B^(-1) .

Matrices A and B Satisfy AB = B^(-1) , where B =[{:(2,-2),(-1,0):}] , find the value of lambda for which lambdaA - 2B^(-1) + 1=O , Without finding B^(-1) .

Matrices A and B Satisfy AB = B^(-1) , where B =[{:(2,-2),(-1,0):}] , find the value of lambda for which lambdaA - 2B^(-1) + 1=O , Without finding B^(-1) .

Matrices A and B Satisfy AB = B^(-1) , where B =[{:(2,-2),(-1,0):}] , find the value of lambda for which lambdaA - 2B^(-1) + 1=O , Without finding B^(-1) .

If A=[31-12] and I=[1001], then find lambda so that A^(2)=5A+lambda I

If A=[[2,31,2]] and I=[[1,00,1]], then find lambda,mu so that A^(2)=lambda A+mu I

If A=[[3 ,1],[-1 ,2]] and I=[[1, 0],[ 0, 1]] , then find lambda so that A^2=5A+lambdaI

If vec a=(2hat i-4hat j+5hat k) then find the value of lambda so that lambdavec a may be a unit vector.