Interpreting the Basic Results of Multiple Linear Regression

G. Adhikari
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Abstract

Regression analysis is one of the most useful tools for academics, although it is a difficult, time-consuming, and expensive effort, especially when it comes to accurately estimating and properly interpreting data. Researchers believe that the findings of multiple linear regression produced by SPSS require a more inclusive and thoughtful interpretation. This study aims to understand and illustrate the detailed interpretation of fundamental multiple linear regression results using the social science sector. In this paper, researcher describe the processes for using SPSS Version 26 to obtain the results from multiple linear regression, and we also show the detailed interpretation of the results. In the results, Model Summary table, Statistical Significance of the Model from the ANOVA Table, and Statistical Significance of the Independent Variables from the Coefficients Table, researcher illustrate the interpretation of the coefficient from the output, B-value, β-value, t-value, and p-value. The results of multiple regression have been discussed in a thorough and careful manner. The resultant multiple linear regression model’s statistical and substantive significance are discussed. Every effort has been made to ensure that the explanation of the findings throughout the study serves as a competent model for the researchers to apply to any real-world data they may employ. Any researcher using multiple linear regression to more accurately predict their outcome variable should feel at peace and gain from doing so because every effort has been made to properly comprehend the fundamental SPSS multiple linear regression outputs.
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多元线性回归基本结果的解释
回归分析是学术界最有用的工具之一,尽管它是一项困难、耗时和昂贵的工作,特别是当它涉及到准确估计和正确解释数据时。研究人员认为,SPSS产生的多元线性回归的结果需要一个更包容和周到的解释。本研究的目的是了解和说明使用社会科学部门对基本多元线性回归结果的详细解释。在本文中,研究者描述了使用SPSS Version 26从多元线性回归中获得结果的过程,并对结果进行了详细的解释。在结果中,模型总结表、方差分析表中模型的统计显著性和系数表中自变量的统计显著性,研究者从输出、b值、β值、t值和p值说明了系数的解释。对多元回归的结果进行了全面细致的讨论。讨论了多元线性回归模型的统计意义和实质意义。所有的努力都是为了确保在整个研究过程中对研究结果的解释可以作为一个合格的模型,供研究人员应用于他们可能使用的任何现实世界的数据。任何研究者使用多元线性回归来更准确地预测他们的结果变量,应该感到平静,并从中获益,因为已经尽了一切努力来正确理解基本的SPSS多元线性回归输出。
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