Newton Raphson Method usng C Programming

Newton Raphson Method usng C Programming:

#include<stdio.h>#include<math.h>#define e 0.001#define f(x)  (x*x*x*x-x-10)#define df(x) (4*x*x*x-1)int main(){    int i;    float x0,x1,f1;    i=0;    printf("Enter the value of x0");    scanf("%f",&x0);    do    {        x1=x0-((f(x0))/(df(x0)));        f1=f(x1);        x0=x1;        i++;        printf("The Number of Iteration is %d and Value of Function is %f and value of x is %f\n",i,f1,x0);    }    while(fabs(f1)>e);    return 0;}


Comments

Post a Comment

Popular posts from this blog

Simpson 1/3rd Rule using C programming

Image
The Simpson’s 1/3 rd  integration method is primarily used for numerical approximation of definite integrals. This specifically means that Simpson’s integration rule is used in complex integration calculations. It is a method to approximately calculate the definite integral. The Simpson’s theorem is used to find the area under a given curve. The Simpson’s method corresponds to the  3-point Newton-Cotes quadrature  rule as well. The Simpson’s integration method is a little time consuming compared to other methods in numerical analysis and is also a little difficult to implement computationally. Simpson’s Rule Formula                   C Programming For Simpson 1/3rd Rule : #include<stdio.h> int main() {     int n,i,j;     printf("Enter the total Number of Input You want");     scanf("%d",&n);     float x[n],y[n],h,sume,sumo;...
Read more