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Understanding the Quadrilateral Concept of Junior High School Students Based on APOS Theory in Terms of Differences in Cognitive Styles

机译:基于APOS理论的认知风格差异的基于APOS理论,了解初中生的四边形概念

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This study was designed to describe the understanding of quadrilateral concepts in junior high school students based on the APOS theory (Action, Process, Objects, and Schemes). The research used qualitative approach to explain the understanding of two junior high school students who had equal mathematical abilities and each had field-dependent (FD) and field-independent (FI) cognitive style with descriptive explanations. Quadrilateral task and interviews guidelines were used to explore student's quadrilateral concept. The results of this study indicated that for the action stage, both could solve understanding problems related to quadrilateral concept. For the process stage, the FI subject explained the process or the calculation coherently in every step taken in problem with understanding the characteristic of shapes to define quadrilateral concept, meanwhile the FD subject explained the process with interpreting quadrilateral concepts and calculating all steps to find the shapes area in problem verbally. In the object stage, both could compare two or more shapes in quadrilateral problem and prove steps to find areal of shapes correctly in problem. For the scheme stage, FI subject could infer the relationship between shape's properties in quadrilateral to explain quadrilateral concepts and make conclusions. In the other hand, the FD subject did not have abilities in schema stage like FI subject performed.
机译:本研究旨在根据APOS理论(行动,过程,物品和方案)描述初中生四边形概念的理解。该研究采用了定性方法来解释对具有相同数学能力的两名初中生的理解,每个高中学生都具有具有描述性解释的现场依赖性(FD)和现场独立的(FI)认知风格。四边形任务和访谈指南用于探索学生的四边形概念。本研究的结果表明,对于行动阶段,两者都可以解决与四边形概念有关的理解问题。对于过程阶段,本发明的主题在遇到问题的每个步骤中,在理解形状的特征中拍摄的每个步骤中,同时FD主题解释了用解释四边形概念并计算找到所有步骤的过程口头上呈现出问题。在对象阶段,两者都可以比较四边形问题中的两个或多个形状,并证明在问题中正确地找到形状的阶梯。对于方案阶段,Fi主题可以推断形状在四边形中的性质之间的关系解释四边形概念并得出结论。另一方面,FD受试者没有像架构阶段的能力,如文件阶段执行。

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