Toward a framework for the natures of proportional reasoning in introductory physics

A. Boudreaux, S. Kanim, Alexis Olsho, S. Brahmia, Charlotte Zimmerman, Trevor I. Smith
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引用次数: 5

Abstract

We present a set of modes of reasoning about ratio and proportion as a means of operationalizing expert practice in physics. These modes, or natures of proportional reasoning, stem from consideration of how physicists reason in context and are informed by prior work in physics and mathematics education. We frame the natures as the core of an emerging framework for proportional reasoning in introductory physics, that will categorize the uses of proportional reasoning in introductory physics contexts, and provide guidance for the development of reliable assessments. We share results from preliminary assessment items indicating that university physics students have difficulty interpreting and applying ratios in context.
介绍物理学中比例推理本质的框架
我们提出了一套关于比率和比例的推理模式,作为物理专家实践的操作手段。这些模式,或比例推理的性质,源于物理学家如何在上下文中进行推理的考虑,并受到先前物理和数学教育工作的影响。我们将这些性质作为介绍性物理中比例推理的新兴框架的核心,该框架将对介绍性物理环境中比例推理的使用进行分类,并为可靠评估的发展提供指导。我们分享了初步评估项目的结果,表明大学物理系学生在语境中难以解释和应用比率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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