[f'=[a_(ij)]=[[2,3,-5],[1,4,9],[0,7,-2]]" and "B=[b_(ij)]=[[2,1,-1],[-3,4,4],[1,5,2]]," then find "a_(22)+

If A=(a_(i j))= [[2, 3,-5],[1, 4, 9],[ 0, 7,-2]] and B=(b_(i j))=[[2, 1,-1],[-3, 4, 4],[ 1, 5, 2]], then find a_(22)+b_(21)

If A=(a_(ij))=[[2,3,-51,4,90,7,-2]] and B=(b_(ij))=[[2,7,-22,1,-1-3,4,41,5,2]], than find

If A=[a_(ij)]=[[2,3,-51,4,90,7,-2]] and B=[b_(ij)]=[[2,7,-2]] and [[2,-1-3,41,2]] then find a_(22)+b_(21)1,2]]

If A=[a_(i j)]=[(2, 3,-5),( 1, 4, 9),( 0, 7,-2)] and B=[b_(i j)]=[(2,-1),(-3, 4),( 1, 2)] then find a_(22)+b_(21) (ii) a_(11)b_(11)+a_(22)b_(22)

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= b_(ij) = [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: order of matrix B is.

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= b_(ij) = [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: order of matrix B is.

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= b_(ij) = [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: a_23 …

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= b_(ij) = [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: a_23 …

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= [b_(ij) ]= [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: a_31 =…

Let A=[a_(ij)] = [[1,-2,5],[3,4,-6],[9,15,13]] and B= b_(ij) = [[ 2,5,19,-7],[35,-2,5/2,12],[sqrt(3),1,-5,17]] Then: the number of elements in A andB is……