An iterative method for solving non-linear transcendental equations

G. Mahesh, G. Swapna, K. Venkateshwarlu

Abstract


In this paper, we introduced a new method to compute a non-zero real root of the transcendental equations. The proposed method results in better approximate root than the existing methods such as bisection method, regula-falsi method and secant method. The implementation of the proposed method in MATLAB is applied on different problems to demonstrate the applicability of the method. The proposed method is better in reducing error rapidly, hence converges faster as compared to the existing methods. This method will help to employ in the commercial package for finding a non-zero real root of a given nonlinear equations (transcendental, algebraic and exponential).

Full Text: PDF

Published: 2020-06-29

How to Cite this Article:

G. Mahesh, G. Swapna, K. Venkateshwarlu, An iterative method for solving non-linear transcendental equations, J. Math. Comput. Sci., 10 (2020), 1633-1642

Copyright © 2020 G. Mahesh, G. Swapna, K. Venkateshwarlu. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

J. Math. Comput. Sci.

ISSN: 1927-5307

Editorial Office: jmcs@scik.org

 

Copyright ©2020 JMCS