Comparison Results of Trapezoidal, Simpson’s 13 rule, Simpson’s 38 rule, and Weddle’s rule Comparison Results of Trapezoidal, Simpson’s 13 rule, Simpson’s 38 rule, and Weddle’s rule
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Abstract
Numerical integration plays very important role in mathematics. In this paper, overviews on the most common one, namely, trapezoidal Simpson’s 13 rule, Simpson’s 38 rule and Weddle’s rule. Different procedures compared and tried to evaluate the value of some definite integrals. A combined approach of different integral rules has been proposed for a definite integral to get more accurate value for all case
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How to Cite
Karpagam, A. (2019). Comparison Results of Trapezoidal, Simpson’s 13 rule, Simpson’s 38 rule, and Weddle’s rule: Comparison Results of Trapezoidal, Simpson’s 13 rule, Simpson’s 38 rule, and Weddle’s rule. Asian Journal of Mathematical Sciences(AJMS), 2(4). Retrieved from http://www.ajms.in/index.php/ajms/article/view/183
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Research Article
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