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int n1; int n2; int n3; int n4; int n5; int n6; int n7; int n8; int n9; int n10; int n11; int n12; int n13; int n14; int n15; int n16; int n17; int n18; int n19; int n20; int n21; int n22; int n23; int n24; int n25; int n26; int n27; int n28; int n29; int n30;
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// declare a function int* function(int, int); or int* (function)(int, int); // declare a pointer to a function int* (*pointer_to_function)(int, int);
You took an example of The Product AB is determined as the dot products of the ith row in A and the jth column in B,placed in ith row and jth column of the resulting m x p matrix C. so: this may help you. #include <stdio.h> #include <stdlib.h> // function prototypes void Matrix_Mult( int a1[][3], int a2[][4], int a3[][4] ); void Matrix_MultAlt( int a1[][3], int a2[][4], int a3[][4] ); int dot3(const int a1[][3], const int a2[][4], int row, int col); void PrnNx4 (int ar[][4], int n); //--------------------------------------------------------------------------------- // Function: main(void) // Description: // demonstration of Matrix Multiplication // // Programmer: Paul Bladek // // Date: 10/31/2001 // // Version: 1.0 // // Environment: Hardware:IBM Pentium 4 // Software: Microsoft XP with .NET framework for execution; // Compiles under Microsoft Visual C++.Net 2005 // // Calls: Matrix_Mult(int a1[][3], int a2[][4], int a3[][4]) // Matrix_MultAlt(int a1[][3], int a2[][4], int a3[][4]) // PrnNx4(int ar[][4] // // // Parameters: int a1[][3] -- left matrix // int a2[][4] -- right matrix // int a3[][4] -- answer matrix // // Returns: EXIT_SUCCESS // ------------------------------------------------------------------------------ int main(void) { int A[2][3] = {{1, 3, 4}, {2, 0, 1}}, B[3][4] = {{1, 2, 3, 1}, {2, 2, 2, 2}, {3, 2, 1, 4}}, C[2][4] = {{0, 0, 0, 0}, {0, 0, 0, 0}}; Matrix_Mult(A, B, C); PrnNx4(C, 2); Matrix_MultAlt(A, B, C); // alternate form that calls dot3 PrnNx4(C, 2); return EXIT_SUCCESS; } //--------------------------------------------------------------------------------- // Function: Matrix_Mult(int a1[][3], int a2[][4], int a3[][4]) // Description: // multiplies a 2X3 matrix by a 3X4 matrix // // Programmer: Paul Bladek // // Date: 10/31/2001 // // Version: 1.0 // // Environment: Hardware:IBM Pentium 4 // Software: Microsoft XP with .NET framework for execution; // Compiles under Microsoft Visual C++.Net 2005 // // Calls: None // // Called By: main() // // Parameters: int a1[][3] -- left matrix // int a2[][3] -- right matrix // int a3[][3] -- answer matrix // ------------------------------------------------------------------------------ void Matrix_Mult(int a1[][3], int a2[][4], int a3[][4]) { int i = 0; int j = 0; int k = 0; for(i = 0; i < 2; i++) for( j = 0; j < 4; j++) for( k = 0; k < 3; k++) a3[i][j] += a1[i][k] * a2[k][j]; } //--------------------------------------------------------------------------------- // Function: Matrix_MultAlt(int a1[][3], int a2[][4], int a3[][4]) // Description: // multiplies a 2X3 matrix by a 3X4 matrix -- Alternate Form // // Programmer: Paul Bladek // // Date: 10/31/2001 // // Version: 1.0 // // Environment: Hardware:IBM Pentium 4 // Software: Microsoft XP with .NET framework for execution; // Compiles under Microsoft Visual C++.Net 2005 // // Calls: dot3(const int a1[][3], const int a2[][4], int row, int col) // // Called By: main() // // Parameters: int a1[][3] -- left matrix // int a2[][3] -- right matrix // int a3[][3] -- answer matrix // ------------------------------------------------------------------------------ void Matrix_MultAlt(int a1[][3], int a2[][4], int a3[][4]) { int i = 0; int j = 0; for( i = 0; i < 2; i++) for( j = 0; j < 4; j++) a3[i][j] = dot3(a1, a2, i, j); } //--------------------------------------------------------------------------------- // Function: dot3(const int a1[][3], const int a2[][4], int row, int col) // Description: // dot product of a1 row and a2 col // // Programmer: Paul Bladek // // Date: 10/31/2001 // // Version: 1.0 // // Environment: Hardware:IBM Pentium 4 // Software: Microsoft XP with .NET framework for execution; // Compiles under Microsoft Visual C++.Net 2005 // // Calls: None // // Called By: Matrix_MultAlt(int a1[][3], int a2[][4], int a3[][4]) // // Parameters: int a1[][3] -- left matrix // int a2[][3] -- right matrix // int row -- the row number // int col -- the column number // // Returns: the dot product // ------------------------------------------------------------------------------ int dot3(const int a1[][3], const int a2[][4], int row, int col) { int k = 0; int sum = 0; for( k = 0; k < 3; k++) sum += a1[row][k] * a2[k][col]; return sum; } //--------------------------------------------------------------------------------- // Function: PrnNx4(int ar[][4], int n) // Description: // prints out an NX4 matrix // // Programmer: Paul Bladek // // Date: 10/31/2001 // // Version: 1.0 // // Environment: Hardware:IBM Pentium 4 // Software: Microsoft XP with .NET framework for execution; // Compiles under Microsoft Visual C++.Net 2005 // // Called By: main() // // Parameters: int ar[][4] -- matrix to print // int n -- number of elements // ------------------------------------------------------------------------------ void PrnNx4 (int ar[][4], int n) { int i = 0; int j = 0; for(i = 0; i < n; i++) { for( j = 0; j < 4; j++) printf("%4d", ar[i][j]); putchar('\n'); } }
printf ("sizeof (int) = %d\n", (int)sizeof (int));
int LCM3 (int a, int b, int c) { return LCM2 (a, LCM2 (b, c)); } int LCM2 (int a, int b) { return a*b/GCD2(a, b); }