Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri
Solving integration problems is very important as it is commonly appeared in wide range of fields and profession such as physics, mathematics, and engineering. There are four known theoretical methods used to solve integration problems which are integration by substitution, integration by trigonomet...
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2023
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my-uitm-ir.979872024-08-24T14:46:54Z Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri 2023 Wan Asri, Wan Aina Farzana Analytical methods used in the solution of physical problems Solving integration problems is very important as it is commonly appeared in wide range of fields and profession such as physics, mathematics, and engineering. There are four known theoretical methods used to solve integration problems which are integration by substitution, integration by trigonometric substitution, integration by partial fraction and integration by part. However, these theoretical methods are quite complicated and leads to long and laborious calculation. Therefore, researchers tend to use Feynman’s method which is quite simple and easy. In this project, seven theoretical methods which is integration by parts, integration by substitution, Gaussian integral, Power series, Properties of integral, Trigonometric substitution and Feynman’s method are chosen to solve complicated integration problems. The best method that has been choose is analysed using step and sub-step taken for both methods. The main purpose of this study is to determine the best methods for solving integration problems. 2023 Thesis https://ir.uitm.edu.my/id/eprint/97987/ https://ir.uitm.edu.my/id/eprint/97987/1/97987.pdf text en public degree Universiti Teknologi MARA, Terengganu College of Computing, Informatics and Mathematics Mohd Ali, Mohd Rivaie |
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Universiti Teknologi MARA |
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UiTM Institutional Repository |
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English |
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Mohd Ali, Mohd Rivaie |
topic |
Analytical methods used in the solution of physical problems |
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Analytical methods used in the solution of physical problems Wan Asri, Wan Aina Farzana Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
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Solving integration problems is very important as it is commonly appeared in wide range of fields and profession such as physics, mathematics, and engineering. There are four known theoretical methods used to solve integration problems which are integration by substitution, integration by trigonometric substitution, integration by partial fraction and integration by part. However, these theoretical methods are quite complicated and leads to long and laborious calculation. Therefore, researchers tend to use Feynman’s method which is quite simple and easy. In this project, seven theoretical methods which is integration by parts, integration by substitution, Gaussian integral, Power series, Properties of integral, Trigonometric substitution and Feynman’s method are chosen to solve complicated integration problems. The best method that has been choose is analysed using step and sub-step taken for both methods. The main purpose of this study is to determine the best methods for solving integration problems. |
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Thesis |
qualification_level |
Bachelor degree |
author |
Wan Asri, Wan Aina Farzana |
author_facet |
Wan Asri, Wan Aina Farzana |
author_sort |
Wan Asri, Wan Aina Farzana |
title |
Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
title_short |
Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
title_full |
Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
title_fullStr |
Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
title_full_unstemmed |
Solving integration problem using Feynman’s method / Wan Aina Farzana Wan Asri |
title_sort |
solving integration problem using feynman’s method / wan aina farzana wan asri |
granting_institution |
Universiti Teknologi MARA, Terengganu |
granting_department |
College of Computing, Informatics and Mathematics |
publishDate |
2023 |
url |
https://ir.uitm.edu.my/id/eprint/97987/1/97987.pdf |
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1811768881822302208 |