Multiplication of two matrices

 Matrics: Matrics means the there should be column and rows. Let there be m rows and n column. A three dimensional matrix can be represented as:

Algorithm:

Step 1: Start

Step 2: Take the elements in the first and second matrices.

Step 3: Check if number of columns of first matrix is equal to the number of rows of second matrix, then matrix is possible for multiplication otherwise it is not possible.

Step 4: If matrices are compatible then find the sum of the product of corresponding element of each row of A with the corresponding element of each column of B and sum the element and equate it to the corresponding position of the product matrix.

Step 5: Print the multiplication of two matrices and arrange it into the matrix form.

Step 6: Stop.