动机与数学成绩:越南个案研究

L. T. Tran, T. S. Nguyen
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引用次数: 8

摘要

动机在吸引学生学习数学和提高数学成绩方面起着至关重要的作用。动机与数学成绩之间的关系已经在文献中讨论过;然而,在越南数学教育背景下,在关键方面的实证测试方面存在研究差距。因此,本研究的目的是通过实证检验越南高中研究生数学动机与数学成绩之间的关系来弥补研究空白。本研究采用数学学术动机量表(AMTMS)进行问卷调查和数据收集。收到了来自高中研究生的680份回复。对数据进行结构方程建模分析。目前的研究产生了几个关键发现。动机已被证明对数学成绩有负面影响。而内源性调节、识别性调节和内在动机对数学成绩有正向影响。本研究的发现为鼓励教师改善越南数学课堂的激励条件以提高数学成绩提供了强有力的理论基础。本研究探讨了如何培养掌握取向和有效技术的应用等提高数学成绩的策略。
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MOTIVATION AND MATHEMATICS ACHIEVEMENT: A VIETNAMESE CASE STUDY
Motivation plays a critical role in engaging students to study mathematics and in improving their mathematics performance. The relationship between motivation and mathematics achievement has been discussed in the literature; however, research gaps exist in terms of empirical testing of the key aspects in the context of mathematics education in Vietnam. Therefore, the aim of this study is to address the research gaps by empirically examining the relationship between mathematics motivation and mathematics achievement among high school graduate students in Vietnam. This study adopted the academic motivation toward mathematics scale (AMTMS) for its questionnaire survey and data collection. Six hundred and eighty responses were received from high school graduate students. The data were subjected to structural equation modelling analysis. The current study generated several key findings. Amotivation has been proven to negatively affect mathematics achievement. However, introjected regulation, identified regulation and intrinsic motivation positively affect mathematics achievement. The findings emerging from the current study provide a strong theoretical foundation for improving mathematics achievement by encouraging teachers to improve motivational conditions in mathematics classes in Vietnam. The study discusses some strategies, such as how to foster mastery orientation and the application of effective technology, to improve mathematics achievement.
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来源期刊
Journal on Mathematics Education
Journal on Mathematics Education Mathematics-Mathematics (all)
CiteScore
4.20
自引率
0.00%
发文量
13
审稿时长
10 weeks
期刊最新文献
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