" 2.Find matrix "B" if "A=[[1,4],[3,2]]" and "A+2B=A^(2)

Find matrix B, if matrix A= [(1,5),(1,2)] , matrix C= [(2),(1)] and AB= 3C

Find the inverse of A=[[1,3,3],[1,4,3],[1,3,4]] and B = [[1,2,3],[1,1,5],[2,4,7]] then, find a matrix X such that XA = B .

Find matrix C if A =[{:(3,7),(2,5):}] , B =[{:(-3,2),(4,-1):}] and 5C+ 2B =A

Find the matrix B such that [[4,3],[3,2]] B = [[2,5],[1,3]]

Consider the matrices A=[[2,-6],[1,2]] and A+3B=[[5,-3],[-2,-1]] Find matrix B

If matrix A=[{:(,2,1,3),(,4,-3,2):}] and B=[{:(,3,-2),(,7,4):}] , find transpose matrices A^t and B^t . If possible, find (i) A+A^t (ii) B+B^t

" (b) Find the rank of the matrix : "A=[[2,1,4,7],[3,6,2,1],[0,0,1,5]]

" (B) Find the rank of the matrix "A=[[3,-1,2],[-6,2,4]],[-3,1,2]

Find a matrix X such that 2A + B + X =0 where A = [[-1,2],[3,4]] and B = [[3,-2],[1,5]]

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