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Answer first: Applying the heuristic-analytic theory of reasoning to examine student intuitive thinking in the context of physics

机译:首先回答:应用启发式 - 分析理论,检查物理背景下的学生直观思维

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We have applied the heuristic-analytic theory of reasoning to interpret inconsistencies in student reasoning approaches to physics problems. This study was motivated by an emerging body of evidence that suggests that student conceptual and reasoning competence demonstrated on one task often fails to be exhibited on another. Indeed, even after instruction specifically designed to address student conceptual and reasoning difficulties identified by rigorous research, many undergraduate physics students fail to build reasoning chains from fundamental principles even though they possess the required knowledge and skills to do so. Instead, they often rely on a variety of intuitive reasoning strategies. In this study, we developed and employed a methodology that allowed for the disentanglement of student conceptual understanding and reasoning approaches through the use of sequences of related questions. We have shown that the heuristic-analytic theory of reasoning can be used to account for, in a mechanistic fashion, the observed inconsistencies in student responses. In particular, we found that students tended to apply their correct ideas in a selective manner that supported a specific and likely anticipated conclusion while neglecting to employ the same ideas to refute an erroneous intuitive conclusion. The observed reasoning patterns were consistent with the heuristic-analytic theory, according to which reasoners develop a a€?first-impressiona€? mental model and then construct an argument in support of the answer suggested by this model. We discuss implications for instruction and argue that efforts to improve student metacognition, which serves to regulate the interaction between intuitive and analytical reasoning, is likely to lead to improved student reasoning.
机译:我们已经应用了启发式分析理论的推理理论,以解释学生推理方法对物理问题的不一致。这项研究受到新兴证据的推动,表明,在一项任务上证明的学生概念和推理能力往往未能在另一个任务上展出。事实上,即使教学专门旨在解决严格研究所确定的学生概念和推理困难,许多本科物理学生也没有从基本原则上建造推理链,即使他们拥有所需的知识和技能。相反,他们经常依靠各种直观的推理策略。在这项研究中,我们通过使用相关问题的序列,开发并雇用了一种方法,允许学生概念理解和推理方法的解剖。我们已经表明,启发式的推理理论可用于以机械方式解释学生回应中观察到的不一致。特别是,我们发现学生们倾向于以选择性的方式遵守他们正确的想法,这些方式支持特定和可能预期的结论,同时忽视采用相同的想法来反驳错误的直观结论。观察到的推理模式与启发式分析理论一致,根据哪种方式培养了一个€?第一印象€?心理模型,然后构建一个参数,支持此模型所建议的答案。我们讨论对教学的影响,并争辩努力改善学生元认知,这是为了规范直观和分析推理之间的相互作用,可能导致提高学生推理。

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