基于学习模式的问题学习模式对数学问题解决能力的抽认卡的影响

Lutvia Nurul Afwah, Zuida Ratih Hendrastuti, Yesi Franita
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引用次数: 0

摘要

本研究的目的是分析抽认卡辅助的Problem - Based Learning学习模式对数学问题解决能力的影响。本研究采用准实验设计。使用的研究方法是定量研究。本研究的总体为整个VIII班120名学生,样本分为两个班,即VIII A班为实验班,VIII B班为对照班。本研究的样本采用整群随机抽样技术。数据收集技术包括访谈、观察、测试、验证和文档。使用的数据分析技术是在具有检验前提条件的两组显著性检验中对平均差异进行分析,即使用Liliefors检验进行正态性检验,使用Bartlett检验进行齐性检验。根据t检验的分析和数据处理结果,得到Sig (2-tailed)值< 0.05,即拒绝且显著水平为5%。基于这些结果,可以得出抽认卡辅助Problem - Based Learning学习模式对八年级学生数学问题解决能力有影响的结论。这可以为抽认卡辅助的Problem - Based Learning模式作为提高学生数学问题解决能力的相关学习模式提供参考
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PENGARUH MODEL PEMBELAJARAN PROBLEM BASED LEARNING BERBANTUAN FLASHCARD TERHADAP KEMAMPUAN PEMECAHAN MASALAH MATEMATIS
The purpose of this study is to analyze the effect of the flashcard-assisted Problem Based Learning learning model on the mathematical problem solving ability. The research design used in this study is quasi experimental design. The research method used is quantitative research. The population in this study was the entire class VIII which amounted to 120 students, then for the sample two classes were taken, namely class VIII A as an experimental class and class VIII B as a control class. The sample in this study was taken by cluster random sampling technique. Data collection techniques include interviews, observations, tests, validation, and documentation. The data analysis technique used is the analysis of the average difference in significance test between the two groups with test prerequisites, namely normality tested using the Liliefors test and homogeneity tested using the Bartlett test. Based on the results of analysis and data processing using the t-test, it was obtained that the Sig. (2-tailed) value < 0.05 which means that the  rejected and  with a significant level of 5%. Based on these results, it can be concluded that there is an influence of the flashcard-assisted Problem Based Learning learning model on the mathematical problem solving ability of grade VIII. This can be a reference that the flashcard-assisted Problem Based Learning model can be used as a relevant learning model to improve students' mathematical problem-solving skills
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