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Context Design for Analyzing Students' Abstraction with Different Cognitive Styles in Learning Tangent Lines of Circles

机译:用不同认知风格分析学生抽象的上下文设计在学习切线圈中的切线

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Mathematical abstraction is one of the most important process in learning mathematics concepts. Unfortunately it is difficult to be expected naturally happen in the instructional process. A context need to be designed so that it can trigger the process. This paper aims to design a context for analyzing students' abstraction with different cognitive style in learning tangent lines of circles. The design will be used for analyzing mathematical abstraction of junior high school student with field dependent and field independent cognitive style in learning topic of tangent lines of circles. Abstraction in Context (AiC) is used as theoretical and methodological framework for this study. This study was conducted in a government junior high school in grade 8 with 32 students as the participants. Based on the questioner result, there are 14 students with field independent cognitive style and 18 students with field dependent cognitive style. There were four learning tasks proposed in a priori analysis to trigger the construction of four main knowledge elements. After the a priori analysis of the design, some adjustments need to be made related to the complexity of the problems, knowledge elements that need to be constructed, and the social context for classroom setting. The final design consists of six knowledge elements as the prior knowledge, four main knowledge elements with five sub-knowledge elements, four learning tasks, and thirteen groups of students consist of two and three members based on their cognitive style.
机译:数学抽象是学习数学概念中最重要的过程之一。不幸的是,难以预期的预期在教学过程中自然发生。需要设计上下文,以便它可以触发该过程。本文旨在设计一种在学习切线圈中的不同认知风格分析学生抽象的背景。该设计将用于分析初中学生的数学抽象与现场依赖和现场独立认知风格在圆形切线线的学习主题中。上下文中的抽象(AIC)被用作本研究的理论和方法论框架。这项研究是在8年级的政府初中进行,共有32名学生作为参与者。基于质询结果,有14名学生与现场独立的认知风格和18名具有现场依赖认知风格的学生。在先验分析中提出了四项学习任务,以触发四个主要知识元素的构建。在对设计的先验分析之后,需要进行一些调整,与问题的复杂性,需要构建的知识元素以及课堂设置的社会背景相关。最终设计由六个知识元素作为先前知识,四个主要知识元素,具有五个次知识因素,四个学习任务和十三名学生组成,基于他们的认知风格组成了两个和三个成员。

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