SOLUTION: Question:
Assume A and B are invertible matrices. (a) Find X in the following relation AXB+C=I, where I is the identity matrix.
Thank-you for your help.
Algebra.Com
Question 387098: Question:
Assume A and B are invertible matrices. (a) Find X in the following relation AXB+C=I, where I is the identity matrix.
Thank-you for your help.
Answer by user_dude2008(1862) (Show Source): You can put this solution on YOUR website!
B^{-1})
B^{-1})
RELATED QUESTIONS
Assume that all matrices are invertible and solve for the matrix X in:
(A^-1 X)^-1 =A... (answered by jim_thompson5910)
If the matrices A and B are two invertible matrices, then (A + B) is also invertible... (answered by ikleyn)
Hello:
I am not sure how to answer this question.
If A and B are nxn matrices, then (answered by kev82)
FOR PROBLEMS 18 - 20 USE THESE MATRICES:
A = [2 1 7
4 3 8
6... (answered by jayanthihemkos@yahoo.com)
I cannot get my head around this question. I would very much appreciate any help please.
(answered by richwmiller)
I need your help please...........
1. If the matrices A and B are the same size and... (answered by khwang)
Given the relation {(x,y): [x] + [y] = 1} where x and y are integers.
A. Find the... (answered by Fombitz)
Q−1: [5×2 marks] Answer each of the following as True or False justifying your... (answered by math_tutor2020)
What is the solution of the matrix equation?
[[2 5][3 7]][[x][y]]=[[2][4]]
A) (6, -2)
(answered by ikleyn)