Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan

This study focused on the comparison between Exponential Growth Model and Hyperbolic Growth Model by using Indonesia population. The objectives of this project are to find the best model that can estimate the population of Indonesia in particular time, to apply the actual num­ber of population in In...

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Main Authors: Mohd Zaki, Dayang Hasmera Emylia, Shaharudin, Noor Shalifa, Amizan, Nor Amira
Format: Student Project
Language:English
Published: 2016
Subjects:
Online Access:https://ir.uitm.edu.my/id/eprint/110543/1/110543.pdf
https://ir.uitm.edu.my/id/eprint/110543/
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spelling my.uitm.ir.1105432025-02-25T08:50:36Z https://ir.uitm.edu.my/id/eprint/110543/ Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan Mohd Zaki, Dayang Hasmera Emylia Shaharudin, Noor Shalifa Amizan, Nor Amira Study and teaching Equations Analysis This study focused on the comparison between Exponential Growth Model and Hyperbolic Growth Model by using Indonesia population. The objectives of this project are to find the best model that can estimate the population of Indonesia in particular time, to apply the actual num­ber of population in Indonesia by using Exponential Growth and Hyperbolic Growth models and also to compare the actual and approximate values using Exponential Growth and Hyper­bolic Growth models. The secondary data are collected from the World Development Indicators (WDI) on April 2016. The estimated data are calculated with the help of Maple Software. The case study of this project is concentrated on the comparison between 2 years interval. The per­centage of errors between actual data and the estimated data are also calculated. The results showed, the Hyperbolic Growth Model is better compared to Exponential Growth Model as the accuracy of the data is closer to the actual data. The results also showed, the data calculated by using Hyperbolic Growth Model have a less error compared to the Exponential Growth Model. 2016 Student Project NonPeerReviewed text en https://ir.uitm.edu.my/id/eprint/110543/1/110543.pdf Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan. (2016) [Student Project] <http://terminalib.uitm.edu.my/110543.pdf> (Unpublished)
institution Universiti Teknologi Mara
building Tun Abdul Razak Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Teknologi Mara
content_source UiTM Institutional Repository
url_provider http://ir.uitm.edu.my/
language English
topic Study and teaching
Equations
Analysis
spellingShingle Study and teaching
Equations
Analysis
Mohd Zaki, Dayang Hasmera Emylia
Shaharudin, Noor Shalifa
Amizan, Nor Amira
Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
description This study focused on the comparison between Exponential Growth Model and Hyperbolic Growth Model by using Indonesia population. The objectives of this project are to find the best model that can estimate the population of Indonesia in particular time, to apply the actual num­ber of population in Indonesia by using Exponential Growth and Hyperbolic Growth models and also to compare the actual and approximate values using Exponential Growth and Hyper­bolic Growth models. The secondary data are collected from the World Development Indicators (WDI) on April 2016. The estimated data are calculated with the help of Maple Software. The case study of this project is concentrated on the comparison between 2 years interval. The per­centage of errors between actual data and the estimated data are also calculated. The results showed, the Hyperbolic Growth Model is better compared to Exponential Growth Model as the accuracy of the data is closer to the actual data. The results also showed, the data calculated by using Hyperbolic Growth Model have a less error compared to the Exponential Growth Model.
format Student Project
author Mohd Zaki, Dayang Hasmera Emylia
Shaharudin, Noor Shalifa
Amizan, Nor Amira
author_facet Mohd Zaki, Dayang Hasmera Emylia
Shaharudin, Noor Shalifa
Amizan, Nor Amira
author_sort Mohd Zaki, Dayang Hasmera Emylia
title Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
title_short Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
title_full Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
title_fullStr Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
title_full_unstemmed Technical report: the comparison between the exponential growth model and hyperbolic growth model by using Indonesia population / Dayang Hasmera Emylia Mohd Zaki, Noor Shalifa Shaharudin and Nor Amira Amizan
title_sort technical report: the comparison between the exponential growth model and hyperbolic growth model by using indonesia population / dayang hasmera emylia mohd zaki, noor shalifa shaharudin and nor amira amizan
publishDate 2016
url https://ir.uitm.edu.my/id/eprint/110543/1/110543.pdf
https://ir.uitm.edu.my/id/eprint/110543/
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score 13.239859