[" In applying one or more row operations while finding "A^(-1)" by elementary row operations,we obtain "],[" all zeros in one or more,then "A^(-1)]

In applying one or more row operations while finding A^(-1) by elementary row operations , we obtain all zero in one or more , then A^(-1) ……..

In applying one or more row operations while finding A^(-1) by elementary row operation we obtain all zeroes in one or more, then A^(-1) .

In applying one or more row operations while finding A^(-1) by elementary row operation we obtain all zeroes in one or more, then A^(-1) .

Fill in the blanks: In applying one or more row operations while finding A^-1 by elementry row operations, if we obtain all zeros in one or more rows, then A^-1 ………. .

Find A^-1 if A=[(1,2),(3,5)] by using elementary row operations.

Which of these is not an elementary row operation on matrices

Find the inverse of [(1, 3),(2, 7)] by using elementary row operation.

Using elementary row operations, find the inverse of the matrix [[1,2],[2,-1]]

By using elementary row operations, find the inverse of the matrix [{:(6,7),(8,9):}]