Numerical Method for evaluating the Integrable function on a finite interval

摘要

The proposed method in this article is based on numerical method for evaluating the function on finite interval. Stress has been done on evaluation of Integrable function within a closed finite interval which provides the results based on Trapeziodal Rules, Simpsons rule and also Newton-cotes formula. In this paper, an alternative approach is attempted in order to discard the Taylor Polynomials as the approach follows the evaluation of derivative of function.