雅加达综合指数中基础化工板块股票价格的ROA、ROE和EPS

Sonia Krisdayanti
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引用次数: 0

摘要

本研究旨在研究2015-2019年在印度尼西亚证券交易所(IDX)上市的基础和化学行业制造业公司的资产回报率(ROA),股本回报率(ROE)和每股收益(EPS)对股价的影响。本研究的样本选择采用目的性抽样的方法。本研究采用的方法是面板数据回归分析。研究结果表明:资产收益率(ROA)对股票价格没有显著影响。这表明t-count大于t表值(1.009 < 1.98),概率值大于显著性或(0.3151 > 0.05),而净资产收益率(ROE)对股价份额没有显著影响。这表明t-count小于t表值(0.849 < 1.98),且概率值大于显著性或(0.3978 > 0.05),则每股收益(EPS)对股价有显著影响。这表明t-count大于t表值(2.16 > 1.98),概率值小于显著性或(0.0331 < 0.05),并且根据F检验的结果,资产收益率(ROA),净资产收益率(ROE)和每股收益(EPS)共同对股票价格有显著影响。这表明F-count值大于F-table(27.61 > 2.63),概率值也小于0.05显著性水平(0.0000 < 0.05)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ROA, ROE, and EPS on Stock Prices in The Basic & Chemical Industry Sector Listed on The Jakarta Composite Index
This study aims to examine the effect of Return On Assets (ROA), Return On Equity (ROE) and Earning Per Share (EPS) on Stock Prices in Manufacturing Companies in the Basic & Chemical Industry Sector Listed on the Indonesia Stock Exchange (IDX) for the 2015-2019. The sample selection in this study used purposive sampling method. The method used in this research is panel data regression analysis. The results of the research are: Return on Assets (ROA) has no a significant effect on stock prices. This is indicated by the t-count is greater than the t-table value (1.009 < 1.98), with a probability value bigger than the significance or (0.3151 > 0.05), while the Return On Equity (ROE) has no significant effect on the price share. This is indicated by the t-count is smaller than the t-table value (0.849 < 1.98), with a probability value greater than significance or (0.3978 > 0.05), then Earning Per Share (EPS) has a significant effect on stock prices. This is indicated by the t-count is greater than the t-table value (2.16  > 1.98), with a probability value smaller than the significance or (0.0331 < 0.05), and Based on the results of the F test, Return On Assets (ROA), Return On Equity (ROE) and Earning Per Share (EPS) together have a significant effect on stock prices. This is indicated by the F-count value is greater than the F-table (27.61 > 2.63), and the probability value is also smaller than the 0.05 significance level (0.0000 < 0.05).
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