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Cognitive instructional principles in elementary mathematics classrooms: a case of teaching inverse relations

机译:基本数学教室的认知教学原则 - 以教学逆关系为例

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Instructional principles gleaned from cognitive science play a critical role in improving classroom teaching. This study examines how three cognitive instructional principles including worked examples, representations, and deep questions are used in eight experienced elementary teachers' early algebra lessons in the U.S. Based on the analysis of 32 videotaped lessons of inverse relations, we found that most teachers spent sufficient class time on worked examples; however, some lessons included repetitive examples that also included irrelevant practice problems. Most teachers also situated new teaching in concrete contexts, which were faded into abstract representations. However, connections between concrete and abstract were not always made. The largest challenge was rooted in teachers' inability to ask deep questions that elicited students' deep explanations. Some teachers focused on key words and provided students with direct explanations. Implications are discussed.
机译:从认知科学收集的教学原则在改善课堂教学方面发挥着重要作用。 本研究探讨了在美国八个经验丰富的小学教师早期代数课程中使用了三种认知教学原则,包括在美国的八个经验丰富的小学教师的早期代数课程中,我们发现大多数教师花了足够的人 工作实例上课时间; 然而,一些课程包括重复的例子,也包括无关的实践问题。 大多数教师还位于具体背景下的新教学,这些教学逐渐消失。 但是,并不总是制造混凝土与摘要之间的连接。 最大的挑战源于教师无法询问引发学生深层解释的深刻问题。 一些教师专注于关键词,并为学生提供直接解释。 讨论了含义。

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