%0 Journal Article
%T Simpson¡¯s Method for Solution of Nonlinear Equation
%A Hamideh Eskandari
%J Applied Mathematics
%P 929-933
%@ 2152-7393
%D 2017
%I Scientific Research Publishing
%R 10.4236/am.2017.87073
%X The programs offered for solving nonlinear equations, usually the old method, such as alpha, chordal movement, Newton, etc. have been used. Among these methods may Newton¡¯s method of them all be better and higher integration. In this paper, we propose the integration method for finding the roots of nonlinear equation we use. In this way, Newton¡¯s method uses integration methods to obtain. In previous work, [1] and [2] presented numerical integration methods such as integration, trapezoidal and rectangular integration method that are used. The new method proposed here, uses Simpson¡¯s integration. With this method, the approximation error is reduced. The calculated results show that this hypothesis is confirmed.
%K Convergence
%K Newton Method
%K Simpson Method
%K Nonlinear Equation
%K Iterative Method
%U http://www.scirp.org/journal/PaperInformation.aspx?PaperID=77655