IMPLEMENTASI RUMUS SOBEL PADA WEB DENGAN TOPIK REGRESI LINIER MENGGUNAKAN VARIABEL INTERVENING
Herlina Herlina, Thing Thing Diputra
Abstract
Implementation of the sobel formula on the web is used to predict the indirect effect between independent and dependent variables. This web application, can be used to perform simple regression analysis as well as multiple linear regression. A simple linear regression consists of one independent variable (x) and one dependent variable (y) that serves to find out how closely the relationship of two variables and know the contribution of the independent variable (x) in explaining the dependent variable and can make predictions. Double linear regression consists of two or more independent vaiabel (x) and one dependent variable (y). The data in this study can be either cross section or team series data. The purpose of implementation of sobel formula is to facilitate the researchers by utilizing the internet network that is connected on the web. The result of the implementation of the sobel formula is on the site https://thingdiputra.github.io/
Keywords: Linear regression, intervening variable, sobel formula
References
Ghozali, Imam. 2014. Aplikasi Analisis Multivariate dengan Program IBM SPSS 21. Semarang: Badan Penerbit – Universitas Diponegoro
Herlina. 2016. Analisis Komparatif Prestasi Belajar Statistik Ditinjau Dari Minat Belajar Dan IPK. Penelitian Universitas Bunda Mulia.
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Toni Kun. (2010). Membuat Website Canggih Dengan Jquery Untuk Pemula. MediaKita: Jakarta
Ramadhan Arief. (2006). Student Guide Series: Pemrograman Web Database dengan PHP dan MySQL. Elek Media Komputindo: Jakarta
DOI:
http://dx.doi.org/10.30813/j-alu.v1i1.1106
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p-ISSN 2620-620X
e-ISSN 2621-9840
Indexed By
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)
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)
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)