" 14."[[2,1],[4,2]]

Given A=[[1,2],[3,-1],[4,2]] , B=[[-1,4,-5],[2,1,0]] Show that ABneBA

Let A=[[2,-3],[-4,5]]_(2xx2),B=[[1,4],[2,-3]]_(2xx2) Find AB and BA whichever exist?

If matrix 'A = [[2,-1,4], [4,0,2], [3,-2,7]] , Then find A^-1 using elementary transformations (row or column).

If 2 A+3 B=[[2,-1,4],[3,2,5]] and A+2 B=[[5,0,3],[1,6,2]] then B =

If A=[[2,-3],[5,-4],[-6,1]],B=[[2,1],[4,-1],[-3,3]] and C=[[1,2],[-1,4],[-2,3]] ,show that (A+B)^T=A^T+B^T

If A=[[2,-3],[5,-4],[-6,1]],B=[[2,1],[4,-1],[-3,3]] and C=[[1,2],[-1,4],[-2,3]] ,show that (A-C)^T=A^T-C^T

Find X , if Y = [[3,2],[1,4]]and 2X + Y = [[1,0],[-3,2]]

If the minors of -1 and 3 in the matrix [[2,-1,4],[0,-2,5],[-3,1,3]] are a and b then ab=

Let A={:[(3,2,3),(-1,4,-2),(1,4,2)]:} Find additive inverse of A.

Let A={:[(3,2,3),(-1,4,-2),(1,4,2)]:} Find additive inverse of A.