## Solution of Nonlinear Equations Using C Programming – Numerical Method

Nonlinear Equations Using C Programming     1.     Bisection Method This method is known as the Bolzano method, bracketing method, binary chopping method, or half interval method. Suppose we are given the continuous function f(x) in the interval [p, q] and we want to find the root of the equation f(x)=0 by a bisection method. […]

## Fixed Point Iteration Method

This method is also known as direct substitution method or method of iteration or method of fixed iteration.It is applicable if the equation f(x) = 0 can be expressed as x=g(x).If x0 id the initial approximation to the root, then the next approximation to the root is given by,       x1=g(x0)and the next iteration will […]

## Newton-Raphson Method

Newton-Raphson Method       Also you may interested: False Position Method  Bisection Method   Also known as successive substitution method. Algorithm 1.      Assign an initial value to x say x0. 2.      Evaluate f (x0) and f’(x0) 3.      Compute x1 =x0 –f(x0)/f’(x0) 4.      If f(x1) =0 then x1, is the required root & stop […]

## False Position Method || Numerical Method

Also you may interested:  Newton-Raphson Method  Bisection Method                   Suppose we are given the continuous function f(x) in the interval [p, q] and we want to find root of the equation f(x)=0 by false position method. The process is described as follows:- 1)      Find two […]

## Bisection Method || numerical Method

Also you may interested:  Newton-Raphson Method  False Position Method This method is known as Bolzano method, bracketing method, binary chopping method or half interval method. Suppose we are given the continuous function f(x) in the interval [p, q] and we want to find root of the equation f(x)=0 by bisection method. The process is described […]