数学教育中摆题对成绩和倾向影响的Meta分析

Min Wang, Candace A. Walkington, A. Rouse
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引用次数: 1

摘要

摘要本荟萃分析的目的是检验问题提出对学生数学学业成绩的影响,包括解决问题的技能、问题提出的技能、数学倾向和数学成绩。荟萃分析包括1990年至2019年间发表的21项将问题作为干预的研究。必要时,采用随机效应模型和稳健方差估计(RVE)来校正效应大小之间的相互关系。提出问题干预措施的平均标准化平均差异效应大小(g=0.64)表明,提出问题对学生的学业成绩有积极影响。具体而言,在干预措施中,学生通过参与提出问题的活动,提高了解决问题的技能和数学成绩。主持人分析显示,当结构化、半结构化和自由提出问题的任务都得到实施时,提出问题的干预措施更有效,而持续时间更长的干预措施与学生数学倾向的更大改善有关。
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A Meta-Analysis on the Effects of Problem-Posing in Mathematics Education on Performance and Dispositions
ABSTRACT The purpose of this meta-analysis is to examine the effect of problem-posing on students’ mathematical academic outcomes, including problem-solving skills, problem-posing skills, mathematical dispositions, and mathematics achievement. Twenty-one studies that were published between 1990 and 2019 with problem-posing as the intervention were included in the meta-analysis. A random-effects model was employed with robust variance estimation (RVE) to correct for the intercorrelation between effect sizes when necessary. The estimated average standardized mean difference effect size of problem-posing interventions (g = 0.64) demonstrated that problem-posing had a positive impact on students’ academic outcomes. Specifically, across the interventions, students’ problem-solving skills and mathematical achievement improved by engaging in problem-posing activities. The moderator analyses revealed that problem-posing interventions were more effective when structured, semi-structured, and free problem-posing tasks were all implemented, and longer-duration intervention was associated with larger improvement in students’ mathematical dispositions.
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来源期刊
Investigations in Mathematics Learning
Investigations in Mathematics Learning Mathematics-Mathematics (all)
CiteScore
2.10
自引率
0.00%
发文量
22
期刊最新文献
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