We then need to create a function called matrix_multiply, which should take the two matrices as input parameters and the resulting matrix as an output parameter. For simplicity purposes, let A and B be the input parameters, and C be the output parameter. We first need to initialize C by storing 0 for each element. We then can do the multiplication.

We finally need to print each matrix in main. Well create a new function called print_matrix that prints each element of a single matrix. The matrix should be printed such that each row is on a separate line, and an additional blank line should be printed at the end. You should call this function three times: one for each matrix.

In most cases, the use of for loops is required for handling matrices. To help understand how to write this program, ask yourself how many nested for loops youll need for each function.

A sample of the output is as follows:

Enter a number for element 0, 0: 1

Enter a number for element 0, 1: 2

Enter a number for element 0, 2: 3

Enter a number for element 1, 0: 4

Enter a number for element 1, 1: 5

Enter a number for element 1, 2: 6

Enter a number for element 2, 0: 7

Enter a number for element 2, 1: 8

Enter a number for element 2, 2: 9

Enter a number for element 0, 0: 9

Enter a number for element 0, 1: 8

Enter a number for element 0, 2: 7

Enter a number for element 1, 0: 6

Enter a number for element 1, 1: 5

Enter a number for element 1, 2: 4

Enter a number for element 2, 0: 3

Enter a number for element 2, 1: 2

Enter a number for element 2, 2: 1

123

456 789

987 654 321

30 24 18

84 69 54

138 114 90

***CODE IN C, NOT C++***

5 Matrix Multiplication (20 Points) Name the project: matrix A square matrix A is an n n grid, where each element consists of a number. An example of one is shown below: 7 8 9 We denote each element of the matrix as Aij, where i is the row number, and j is the column number. Using the above example, 21 Similar to numbers in general, we can add or subtract matrices. This is very simple since we add or subtract the corresponding elements in each matrix. For example, if we want to add matrices A and B, we simply add Aij and Bij, for all 1