Emerging Trends in Engineering and Management
A Novel Approach to Solve Numerical Methods Using MATLAB Programming
Authors: Diya Mehra, Priyanka Sond and Reena Agnihotri
Publishing Date: 09-02-2023
ISBN: 978-81-955020-3-5
Abstract
Numerical techniques is a branch of mathematics that explores problem-solving methods that account for approximation errors. This paper defines the algorithms for some of the most popular iterative procedures for solving polynomial problems, including the Bisection Method, Newton- Raphson Method, Secant Method, and Gauss-Jacobi Method and many more. The purpose of this research is to use MATLAB software to solve numerical method problems. The primary goal of this study is to describe and resolve various numerical methodologies using a single platform. We also provide a brief overview of different methodologies and their underlying algorithms, which may make them easier to comprehend.
Keywords
Bisection, MATLAB, Gauss- Seidel, Secant, Simpson’s.
Cite as
Diya Mehra, Priyanka Sond and Reena Agnihotri, "A Novel Approach to Solve Numerical Methods Using MATLAB Programming", In: Vikram Dhiman and Pooja Dhand (eds), Emerging Trends in Engineering and Management, SCRS, India, 2023, pp. 109-119. https://doi.org/10.56155/978-81-955020-3-5-12