通过基于问题解决和问题提出的伊格纳教学法培养职前教师的数学性格

Yeni Fitriya, A. Mustadi, Ikhlasul Ardi Nugroho, A. Anugrahana
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引用次数: 0

摘要

数学性格是职前教师必须掌握的决定数学学习成功与否的一个重要方面。本研究的目的在于显示问题解决与问题提出结合依格纳教学法对小学教师教育学生的比较之统计描述,并验证研究假设。采用定量方法,对84名学生(男9名,女75名)进行了两种学习模式的比较检验。参数前提检验的结果为正态性Sig. 0.05,均匀性Sig. 0.05。然而,数据分析不能继续参数化,而是使用Mann-Whitney U(非参数)进行检验。假设检验的结果表明,采用问题解决教学法和提出问题教学法的学生的数学倾向状态与H0被接受或无显著差异。概率值为0.221,即0.05。本研究的启示直接建议使用适当的学习模式来改善职前教师的数学倾向。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pre-service teacher’s mathematical disposition through problem-solving and problem-posing based ignatian pedagogy
Mathematical disposition is an important aspect that pre-service teachers must master to determine the success of mathematics learning. The objectives of this study were to show the statistical description and verify the research hypothesis regarding the comparison between problem-solving and problem-posing integrated with ignatian pedagogy as a novelty toward Elementary School Teacher Education students. Using a quantitative approach involving 84 students consisting of 9 males and 75 females as participants, used a comparison test between two learning models. The results of the parametric prerequisite test showed the value of Sig. 0.05 for normality and Sig. 0.05 for homogeneity. However, data analysis can not be continued parametrically but was tested using Mann-Whitney U (non-parametric). The hypotheses test results concluded that H0 was accepted or there was no significant difference from the state of the students' mathematical disposition either using problem-solving or problem posing based on ignation pedagogy. It was evidenced by the probability value, which showed 0.221, which was 0.05. The implications of this study directly recommend using appropriate learning models to improve the mathematical dispositions of pre-service teachers.
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