New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa
Numerical analysis is widely used in mathematical area for solving root of nonlinear functions. Bracketing Method is the easiest numerical method for root finding and some of the methods are Fourth Section and Sixth Section. In this research, Fourth and Sixth Section are modified by adding a scalar...
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my-uitm-ir.395742020-12-24T06:07:29Z New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa 2019-07 Noor Manshah, Nur Aizat Mohd Mustafa, Nurhidayatul Liyana Analytical methods used in the solution of physical problems Evolutionary programming (Computer science). Genetic algorithms Algorithms Numerical analysis is widely used in mathematical area for solving root of nonlinear functions. Bracketing Method is the easiest numerical method for root finding and some of the methods are Fourth Section and Sixth Section. In this research, Fourth and Sixth Section are modified by adding a scalar in order to solve for the nonlinear functions. These nonlinear functions are being analysed for their efficiency in terms of number of iteration and CPU times by using the methods mentioned above. The approximation roots for these methods are compared with the actual roots to acquire for their accuracy. 2019-07 Thesis https://ir.uitm.edu.my/id/eprint/39574/ https://ir.uitm.edu.my/id/eprint/39574/1/39574.pdf text en public degree Universiti Teknologi MARA Faculty of Computer and Mathematical Sciences Jaafar, Ruhana |
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Universiti Teknologi MARA |
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UiTM Institutional Repository |
language |
English |
advisor |
Jaafar, Ruhana |
topic |
Analytical methods used in the solution of physical problems Analytical methods used in the solution of physical problems Algorithms |
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Analytical methods used in the solution of physical problems Analytical methods used in the solution of physical problems Algorithms Noor Manshah, Nur Aizat Mohd Mustafa, Nurhidayatul Liyana New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
description |
Numerical analysis is widely used in mathematical area for solving root of nonlinear functions. Bracketing Method is the easiest numerical method for root finding and some of the methods are Fourth Section and Sixth Section. In this research, Fourth and Sixth Section are modified by adding a scalar in order to solve for the nonlinear functions. These nonlinear functions are being analysed for their efficiency in terms of number of iteration and CPU times by using the methods mentioned above. The approximation roots for these methods are compared with the actual roots to acquire for their accuracy. |
format |
Thesis |
qualification_level |
Bachelor degree |
author |
Noor Manshah, Nur Aizat Mohd Mustafa, Nurhidayatul Liyana |
author_facet |
Noor Manshah, Nur Aizat Mohd Mustafa, Nurhidayatul Liyana |
author_sort |
Noor Manshah, Nur Aizat |
title |
New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
title_short |
New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
title_full |
New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
title_fullStr |
New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
title_full_unstemmed |
New scaling of bracketing method for fourth and sixth section / Nur Aizat Noor Manshah & Nurhidayatul Liyana Mohd Mustafa |
title_sort |
new scaling of bracketing method for fourth and sixth section / nur aizat noor manshah & nurhidayatul liyana mohd mustafa |
granting_institution |
Universiti Teknologi MARA |
granting_department |
Faculty of Computer and Mathematical Sciences |
publishDate |
2019 |
url |
https://ir.uitm.edu.my/id/eprint/39574/1/39574.pdf |
_version_ |
1783734519418847232 |