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TWEET Untitled a guest Sep 17th, 2019 93 Never
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1. gram for Gauss Elimination    #include<stdio.h>  int main()  {      inti,j,k,n;      float A,c,x,sum=0.0;      printf("\nEnter the order of matrix: ");      scanf("%d",&n);      printf("\nEnter the elem
2. for(j=1; j<=(n+1); j++)          {              printf("A[%d][%d] : ", i,j);              scanf("%f",&A[i][j]);          }      }      for(j=1; j<=n; j++) /* loop for the generation of upper triangular matrix*/      {          for(i=1; i<=n; i++)          {              if(i>j)              {                  c=A[i][j]/A[j][j];                  for(k=1; k<=n+1; k++)                  {                      A[i][k]=A[i][k]-c*A[j][k];                  }              }          }      }      x[n]=A[n][n+1]/A[n][n];      /* this loop is for backward substitution*/      for(i=n-1; i>=1; i--)      {          sum=0;          for(j=i+1; j<=n; j++)          {              sum=sum+A[i][j]*x[j];          }          x[i]=(A[i][n+1]-sum)/A[i][i];      }      printf("\nThe solution is: \n");      for(i=1; i<=n; i++)      {          printf("\nx%d=%f\t",i,x[i]); /* x1, x2, x3 are the required solutions*/      }      return(0);  }    2.6 Output o Gauss Elimination
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