Matrix Pain

Chef is here with another matrix $A$ having $N$ rows and $M$ columns, such that $A_{(i,j)} = (i-1)\cdot M+j$. Chef decided to make this matrix interesting. He performed $K$ operations on the matrix. In each operation, he will choose either a row **or** column and multiply all values in that row/column with a non-negative integer $V$. - An operation is of the form $ Q, X, V$: - If $Q=0:$ Mu