Numerical Solutions of Algebraic Equations

Authors

  • عبد النور زرفة
  • د. كعبوش عز الدين

Keywords:

Numerical Solutions, Algebraic Equations, solution for the derivative

Abstract

The aim of the subject of our research is to apply a method to solve

equations and to find the approximation of roots. We know that when we study

a function, we have to find a solution for the derivative f’ (x) =0. Sometimes

this function is hard to study, especially if the function f (x) is complex, such

as Exponential Functions. The paper shows different methods and ways that

facilitate the procedure of finding a solution to the derivative f’ (x) =0 no

matter how difficult a function is. The researcher applies a method in the

numerical analysis that facilitate the procedure of finding the roots of the

derivative f’ (x) =0 using only function f (x) no matter how complex or difficult

it is and at the same time it takes a short time to be solved.

Published

2017-05-29

How to Cite

زرفة ع. ا., & عز الدين د. ك. (2017). Numerical Solutions of Algebraic Equations. Journal of Al-Quds Open University for Humanities and Social Studies, 1(38). Retrieved from https://journals.qou.edu/index.php/jrresstudy/article/view/505

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