Numerical solving of nonlinear equation using iterative algorithms

الملخص EN

In the given algorithm, we propose a development to the evaluations of Newton's numericalalgorithm.

Derivation of the standard method (Newton Raphson method) involves firstderivative of the function.

It is shown that the number of iterations of the new method is sixand determined results support this technique.

The results obtained show that the newproposed method is more accurate, easy to use, and efficient than other numerical methodsare In the given algorithm, we propose a development to the evaluations of Newton's numericalalgorithm.

Derivation of the standard method (Newton Raphson method) involves firstderivative of the function.

It is shown that the number of iterations of the new method is sixand determined results support this technique.

The results obtained show that the newproposed method is more accurate, easy to use, and efficient than other numerical methodsare indicated