Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi

Numerical method can be used to solve complicated integration problem that often occurs in mathematics, data analysis, physics and other fields research. This numerical method is often used when theoretical methods are cumbersome and difficult to implement. Some numerical method for solving integrat...

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Bibliographic Details
Main Author:	Md Khairi, Nur Khairunnisa
Format:	Thesis
Language:	English
Published:	2024
Subjects:	Analytical methods used in the solution of physical problems
Online Access:	https://ir.uitm.edu.my/id/eprint/106222/1/106222.pdf
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id	my-uitm-ir.106222
record_format	uketd_dc
spelling	my-uitm-ir.1062222024-11-30T17:27:01Z Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi 2024 Md Khairi, Nur Khairunnisa Analytical methods used in the solution of physical problems Numerical method can be used to solve complicated integration problem that often occurs in mathematics, data analysis, physics and other fields research. This numerical method is often used when theoretical methods are cumbersome and difficult to implement. Some numerical method for solving integration problems includes Trapezoidal method, Simpson’s 1/3 method, Trapezium-corrected Simpson’s Method (TCSM) and Cubic-corrected Simpson’s Method (CCSM). This study aims to investigate the behaviour of these numerical methods in solving different integration problem. The performance of each numerical methods is analyze based on percentage of relative error. It is showed that Simpson’s 1/3 is the best method for solving integration problems. 2024 Thesis https://ir.uitm.edu.my/id/eprint/106222/ https://ir.uitm.edu.my/id/eprint/106222/1/106222.pdf text en public degree Universiti Teknologi MARA, Terengganu College of Computing, Informatics and Mathematics Mohd Ali, Mohd Rivaie
institution	Universiti Teknologi MARA
collection	UiTM Institutional Repository
language	English
advisor	Mohd Ali, Mohd Rivaie
topic	Analytical methods used in the solution of physical problems
spellingShingle	Analytical methods used in the solution of physical problems Md Khairi, Nur Khairunnisa Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
description	Numerical method can be used to solve complicated integration problem that often occurs in mathematics, data analysis, physics and other fields research. This numerical method is often used when theoretical methods are cumbersome and difficult to implement. Some numerical method for solving integration problems includes Trapezoidal method, Simpson’s 1/3 method, Trapezium-corrected Simpson’s Method (TCSM) and Cubic-corrected Simpson’s Method (CCSM). This study aims to investigate the behaviour of these numerical methods in solving different integration problem. The performance of each numerical methods is analyze based on percentage of relative error. It is showed that Simpson’s 1/3 is the best method for solving integration problems.
format	Thesis
qualification_level	Bachelor degree
author	Md Khairi, Nur Khairunnisa
author_facet	Md Khairi, Nur Khairunnisa
author_sort	Md Khairi, Nur Khairunnisa
title	Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
title_short	Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
title_full	Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
title_fullStr	Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
title_full_unstemmed	Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi
title_sort	modified simpson’s method for numerical integration problem / nur khairunnisa md khairi
granting_institution	Universiti Teknologi MARA, Terengganu
granting_department	College of Computing, Informatics and Mathematics
publishDate	2024
url	https://ir.uitm.edu.my/id/eprint/106222/1/106222.pdf
_version_	1818588171691098112

Modified Simpson’s method for numerical integration problem / Nur Khairunnisa Md Khairi

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