Newton's Method with GeoGebra
Orizon P. Ferreira, Davi A. Pires
TL;DR
This paper introduces a GeoGebra-based program for visually exploring Newton's Method, demonstrating its convergence on various functions and providing a guide for construction.
Contribution
It presents a novel GeoGebra tool for graphical analysis of Newton's Method, including implementation guidance.
Findings
Visualizes Newton's Method convergence for different functions
Provides a step-by-step guide to build the GeoGebra program
Enhances understanding of Newton's Method through graphical study
Abstract
In this work, we present a program in the computational environment, GeoGebra, that enables a graphical study of Newton's Method. Using this computational device, we will analyze Newton's Method convergence applied to various examples of real functions. Then, it will be given a guide to the construction of the program in GeoGebra.
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Taxonomy
TopicsIterative Methods for Nonlinear Equations · Experimental and Theoretical Physics Studies · Numerical Methods and Algorithms