Prototype of approximating area by using Newton Forward Divided Difference Interpolation approach

Che Sulaiman, Che Nurul Hanna and Basri, Nur Hamiza and Harun, Nurzalina and Sadikin, Zubaidah and Rathi, Sidik and Mohd Sidek, Nur Zafirah and Batcha, Siti Rahimah and Nasir, Mohd Agos Salim (2023) Prototype of approximating area by using Newton Forward Divided Difference Interpolation approach. APS Proceedings, 8 (1): 20. pp. 126-138. ISSN 003428568-X
Abstract

Newton's Forward Divided Difference in estimating the area of an item, approximation calculation is performed to assist in the construction of a prototype. Nevertheless, there is no particular application that can precisely calculate an object's area to serve as a main guide for the upcoming software model, making development difficult. Plus, there are insufficient resources, such as workforce, money, and experience, to successfully optimise an algorithm of the prototype version of the software, which requires sufficient time to correctly make the application prototyping proceed. There are a pair of answers to these challenges: the Newton Forward Divided Difference Interpolation computation is a numerical analytic technique that can be utilised to help in constructing of a prototype in determining the measurement area of an object. Not only that, but designers can refer to or use any advanced graphic calculator from any available platform, digital or genuine, as an indicator to reference for the software design prototype to be successful. By utilising this existing prototype, many places across Malaysia will be able to gain from the establishment of this software prototype for everyday aims, such as a group of individuals studying mathematics curriculum can benefit from this sort of technological innovation for educational purposes. Furthermore, this potential research software prototype may be useful in allowing any industrial area to experiment with more information and performing better in genuine real-world settings. Therefore, this study will broaden the Newton Forward Divided Difference Interpolation framework to include other numerical analytic methodologies and implementations for the objective of educating and acquiring knowledge.

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