Find a `2xx2` order matrix B such that `[[2,5],[-3,7]] B=[[17,-1],[47,-13]]`

Find a 2xx2 order matrix B such that [[2,3],[0,1]] B=[[12,11],[2,1]]

Find a 2xx2 order matrix B such that [[6,5],[5,6]] B=[[11,0],[0,11]]

Find a matrix X such that: A+2B+X=O , where: A=[[2,-1],[3,5]] , B=[[-1,1],[0,2]]

Find the matrix X such that 2A + B + X = O, where A = [(-1,2),(3,4)] and B = [(3,-2),(1,5)]

Find the inverse of the matrix : {:[(1,-2),(-1,3)]

Find the matrix X such that A + 2 B + X = O, where A = [(3,-2),(1,5)] and B = [(-1,2),(3,4)]

Let the matrix A and B defined as A=|[3,2] , [2,1]| and B=|[3,1] , [7,3]| Then the value of |det(2A^9 B^(-1)|=