基于模型诱导原则的初中数学应用教科书活动分析

Rüveyda KARAMAN DÜNDAR, Rabia Betül Bora
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引用次数: 0

摘要

模型诱发活动(MEA)是解决问题练习的一种独特形式,与传统的解决问题方法不同。它们包含复杂的现实生活场景,其特点是有多种可行的解决方案,需要非程式化的思维和开放式的可能性。Lesh 和 Doerr(2003 年)认为,MEA 符合特定的原则,包括模型构建、现实、自我评价、模型外化(构建认证)、模型泛化和有效原型原则。本研究探讨了土耳其初中数学应用教科书(5-8 年级)中的任务是否符合模型激发活动(MEA)的原则。分析侧重于五项原则:现实、模型构建、自我评价、模型记录和模型概括。分析结果表明,不同年级的模型启发活动有不同程度的兼容性。现实原则和模型概括原则显示出较强的兼容性,而模型构建原则和模型文档原则的兼容性则参差不齐。自我评价原则表现出不同程度的兼容性。本研究强调了任务与多边环境协定原则相一致的优势和有待改进的地方,并强调了现实生活相关性和模型应用的重要性。研究还建议加强对模型构建和文档编制的明确指导。本研究为数学教育的课程设计、教师专业发展、教学策略、学生参与、评估实践和未来研究提供了启示。然而,在解释研究结果时,应考虑到研究的局限性,如缺乏学生视角和背景因素。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Middle School Mathematics Applications Textbook Activities Based on Model-Eliciting Principles
Model-eliciting activities (MEA) represent a distinct form of problem-solving exercises that deviate from conventional problem-solving approaches. They encompass complex real-life scenarios characterized by multiple feasible solutions, demanding non-routine thinking with open-ended possibilities. Lesh and Doerr (2003) posit that MEA conform to specific principles, encompassing model construction, reality, self-evaluation, model externalization (construct certification), model generalization, and effective prototype principles. This study examines the compatibility of tasks in Turkey's middle school mathematics applications textbooks (grades 5-8) with the principles of model-eliciting activities (MEA). The analysis focuses on five principles: reality, model construction, self-evaluation, model documentation, and model generalization. The findings reveal varying degrees of compatibility across different grades. The reality and model generalization principles show more robust compatibility, while the model construction and model documentation principles have mixed levels of compatibility. The self-evaluation principle demonstrates varied compatibility. The study highlights strengths and areas for improvement in the tasks' alignment with MEA principles and emphasizes the importance of real-life relevance and model application. Suggestions are made to enhance explicit guidance in model construction and documentation. The study provides implications for curriculum design, teacher professional development, instructional strategies, student engagement, assessment practices, and future research in mathematics education. However, limitations, such as the absence of student perspectives and contextual factors, should be considered when interpreting the findings.
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