IJFANS International Journal of Food and Nutritional Sciences

ISSN PRINT 2319 1775 Online 2320-7876

METHODS OF SOLVING FIRST ORDER AND FIRST DEGREE EQUATION

Main Article Content

Siva M, Manigandan A

Abstract

This paper can deal with the topic under Numerical Methods. In these methods, we analyzed under the topic of Methods to find result of first order and first degree equation using various single step method, like method of Taylor’s series, Method of Rungekutta, and Predictor corrector method by Milne’s Thomson and by Adam’s Basforthmethod.From this we solve some problems with the same initial condition we get different solution for different methods. We compare this all and suggest which one the best method to find the solution of is given equation. Also we derive the formula for the above mentioned single step methods. A various issue in science and innovation can be figured into differential equations. The systematic approaches for addressing differential conditions are relevant just to a restricted class of conditions. It also used in solving the problems rose in medicine, business and also in engineering.

Article Details