• Skip to primary navigation
  • Skip to main content
  • Skip to primary sidebar
  • Skip to footer
projectsgeek

ProjectsGeek

Download Mini projects with Source Code, Java projects with Source Codes

  • Home
  • Java Projects
  • C++ Projects
  • VB Projects
  • PHP projects
  • .Net Projects
  • NodeJs Projects
  • Android Projects
    • Project Ideas
      • Final Year Project Ideas
      • JSP Projects
  • Assignment Codes
    • Fundamentals of Programming Language
    • Software Design Laboratory
    • Data Structure and Files Lab
    • Computer Graphics Lab
    • Object Oriented Programming Lab
    • Assembly Codes
  • School Projects
  • Forum

Matrix Operations with Pointers

June 26, 2011 by ProjectsGeek Leave a Comment

Program for Matrix operations with pointers

 

1) Create() : for creating and reading m x n elements in the given matrix using pointers.
2) Create1() : for reading m x n elements in the given matrix without using pointers.
3) print() : diaplays the given matrix using pointers
4) Print1() : displays the given matrix without using pointers.
3) Transpose() : Creates transpose of the given square matrix using pointers.
4) addmat() : adds two matrices and returns the resultant matrix using pointers.
5) multmat() : multipiles two matrices without using pointers.
6) saddle() : checks whether the given matrix has a saddle point without using pointers.

 

 

;j++)>;j++)>;i++)>;i++)>

#include  
 #include  
 /* Protype of functions */  
 int** create(int m ,int n); // Returns a 2D matrix.  
 void create1(int a[][10],int m , int n);  
 void print(int **a,int m ,int n);  
 void print1(int a[][10], int m , int n);  
 void transpose(int **a,int m ,int n);  
 /* Transpose will be calculated if m is equal to n.  
 Transpose will be strored in the same matrix a */  
 int** addmat(int **a,int m1,int n1 ,int **b,int m2,int n2);  
 /* Two matrices a and b will be added and the result  
 will be returned.  
 Matrix a is of the size m1 x n1 and the matrix b  
 is of the size m2 x n2 */  
 void multmat(int a[][10],int m1,int n1 ,int b[][10],int m2,int n2,int c[][10]);  
 /* Two matrices a and b will be multiplied and the result  
 will be stored in c .  
 Matrix a is of the size m1 x n1 and the matrix b  
 is of the size m2 x n2 */  
 int saddle(int a[][10],int m,int n);  
 /*An m x n matrix is said to have a saddle point if some entry a[i][j] is  
 smallest value in row i and the largest value of column j */  
 void main()  
 { int **a,**b,**c,m1,n1,m2,n2,m3,n3;  
 int a1[10][10],b1[10][10],c1[10][10];  
 int opt;  
 clrscr();  
 do  
 { printf("\n1)Transpose of the Matrix:(transpose stored in the same matrix)");  
 printf("\n2)Add two matrices");  
 printf("\n3)Multiply two matrices");  
 printf("\n4)Saddle point in the matrix");  
 printf("\n5)Quit");  
 printf("\nEnter Your Choice : ");  
 scanf("%d",&opt);  
 switch(opt)  
 {  
 case 1: printf("\n Enter the size of the matrix :");  
 scanf("%d%d",&m1,&n1);  
 a=create(m1,n1);  
 if(m1==n1)  
 {  
 transpose(a,m1,n1);  
 printf("\nResult=\n");  
 print(a,m1,n1);  
 }  
 else  
 printf("\Not a square matrix :");  
 break;  
 case 2: printf("\n Enter the size of the 1st matrix :");  
 scanf("%d%d",&m1,&n1);  
 a=create(m1,n1);  
 printf("\n Enter the size of the 2nd matrix :");  
 scanf("%d%d",&m2,&n2);  
 b=create(m2,n2);  
 if(m1==m2 & n1==n2)  
 { c=addmat(a,m1,n1,b,m2,n2);  
 printf("\nResult=\n");  
 print(c,m1,n1);  
 }  
 else  
 printf("\n Can not be added ");  
 break;  
 case 3: printf("\n Enter the size of the 1st matrix :");  
 scanf("%d%d",&m1,&n1);  
 create1(a1,m1,n1);  
 printf("\n Enter the size of the 2nd matrix :");  
 scanf("%d%d",&m2,&n2);  
 create1(b1,m2,n2);  
 if(n1==m2)  
 { multmat(a1,m1,n1,b1,m2,n2,c1);  
 printf("\nResult=\n");  
 print1(c1,m1,n2);  
 }  
 else  
 printf("\n Can not multiply");  
 break;  
 case 4: printf("\n Enter the size of the 1st matrix :");  
 scanf("%d%d",&m1,&n1);  
 create1(a1,m1,n1);  
 saddle(a1,m1,n1);  
 break;  
 }  
 }while(opt!=5);  
 }  
 int ** create(int m ,int n)  
 { int i,j; int **a;  
 /*creating a matrix */  
 a=(int**)malloc(m*sizeof(int*));  
 for(i=0;i /*creating a matrix */  
 printf("\n Enter the data:");  
 for(i=0;i/* find saddle point row wise */  
 { small=a[i][0];  
 col_of_small=0;  
 for(j=1;j< small)  
 {  
 small=a[i][j];  
 col_of_small=j;  
 }  
 /* find the largest element in "col_of_small"*/  
 large= a[0][col_of_small];  
 row_of_large=0;  
 for(j=1;jlarge)  
 { large=a[j][col_of_small];  
 row_of_large=j;  
 }  
 if(i==row_of_large)  
 {  
 printf("\n Saddle point exist at (%d,%d) with value as %d",i,col_of_small  
 ,a[i][col_of_small]);  
 return(1);  
 }  
 }  
 printf("\nSaddle point does not exist ");  
 return(0);  
 }  

Output

1)Transpose of the Matrix:(transpose stored in the same matrix)
2)Add two matrices
3)Multiply two matrices
4)Saddle point in the matrix
5)Quit
Enter Your Choice : 1

Enter the size of the matrix :3 3

Enter the data:1 2 3
4 5 6
7 8 9

Result=

1 4 7
2 5 8
3 6 9
1)Transpose of the Matrix:(transpose stored in the same matrix)
2)Add two matrices
3)Multiply two matrices
4)Saddle point in the matrix
5)Quit

Enter Your Choice : 2

Enter the size of the 1st matrix :3 3

Enter the data:1 2 3
4 5 6
7 8 9

Enter the size of the 2nd matrix :3 3

Enter the data:9 8 7
6 5 4
3 2 1

Result=

10 10 10
10 10 10
10 10 10
1)Transpose of the Matrix:(transpose stored in the same matrix)
2)Add two matrices
3)Multiply two matrices
4)Saddle point in the matrix
5)Quit
Enter Your Choice : 3

Enter the size of the 1st matrix :2 2

Enter the data:6 8
3 5

Enter the size of the 2nd matrix :2 2

Enter the data:7 9
2 4

Result=

58 86
31 47
1)Transpose of the Matrix:(transpose stored in the same matrix)
2)Add two matrices
3)Multiply two matrices
4)Saddle point in the matrix
5)Quit
Enter Your Choice : 4

Enter the size of the 1st matrix :2 2

Enter the data:5 6
1 2

Saddle point exist at (0,0) with value as 5
1)Transpose of the Matrix:(transpose stored in the same matrix)
2)Add two matrices
3)Multiply two matrices
4)Saddle point in the matrix
5)Quit
Enter Your Choice : 5

Other Projects to Try:

  1. Operations on matrices like addition, multiplication, saddle point, magic square ,inverse & transpose
  2. Matrix Operations in C Language
  3. String Operations with Pointers
  4. Database Operations without pointers source code
  5. Matrix operations in c language

Filed Under: Datastructure and Files Tagged With: Datastructure Assignments

Reader Interactions

Leave a Reply Cancel reply

Your email address will not be published. Required fields are marked *

Primary Sidebar

Tags

.Net Projects Download Android Project Ideas Android Projects Angular 2 Assembly Codes C # Projects C & C++ Projects C++ Projects Class Diagrams Computer Graphics Database Project Data Mining Projects DataScience Projects Datastructure Assignments Download Visual Basic Projects Electronics project Hadoop Projects Installation Guides Internet of Things Project IOS Projects Java Java Interview Questions Java Projects JavaScript JavaScript Projects java tutorial JSON JSP Projects Mechanical Projects Mongodb Networking Projects Node JS Projects OS Problems php Projects Placement Papers Project Ideas Python Projects seminar and presentation Struts

Search this Website


Footer

Download Java Project
Download Visual Basic Projects
Download .Net Projects
Download VB Projects
Download C++ Projects
Download NodeJs Projects
Download School Projects
Download School Projects
Ask Questions - Forum
Latest Projects Ideas
Assembly Codes
Datastructure Assignments
Computer Graphics Lab
Operating system Lab
australia-and-India-flag
  • Home
  • About me
  • Contact Form
  • Submit Your Work
  • Site Map
  • Privacy Policy