write this c program to implement matrix.h.

Here is the main.c to test above functions.

output should look like

Write C program matrix.h to define the prototypes of the following functions, and C program matrix.c to implement the functions of matrix h. Displays the n by n matrix min 2D style. void display matrix (int.): Computes and returns the sum of all elements of the n by n matrix m. int sumint n): Computes and returns if the by matrix is a magic square returns 1 if true otherwise 0. square matrix is a magic square if the sum of every row, column, and diagonal is of the same value. int is_mgic_quere(int int n) Transposes then by n matrix ml and save the resulted matrix in 2 void transposematrix(int al. int *2. int n): Computes the matrix multiplication alt2 and saves the resulted in void multiply matrix(int ml. ant 2. Int 3. int n): Use the provided the main function program matrix main c to test the above functions. The output is like the following Public test ECC matrix atrix and trix 3 67 4 9 2 (l):45 15 e_square (t): 1 3 6 4 9 (45 maziem *matrix.c 8 *matrix.h * * your program signature */ #include #include "matrix.h" void display_matrix(int *m, int n) { int *p. = m, i, j; for (i = 0; i #include "matrix.h" 00 m In a 4 9 e int main() { int n = 3; int mi[n][n]; int m2[n][n]; int m[n][n]; /* assign 3x3 matrix to following values 1 6 3 5 2 */ int v[9] = { 8, 1, 6, 3, 5, 7, 4, 9, 2 }; int i, *p = &v[@]; int *p1 = &m1[@][@]; for (i = 0; i