中学生建构矩形棱镜面积与体积关系的过程调查

İlhan OKUYUCU, Kürşat YENİLMEZ
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引用次数: 0

摘要

本研究的目的是在RBC(识别、建造、构建)抽象模型的可观察认知行为框架内,考察五年级学生对矩形棱镜的表面积和体积一无所知的知识建构过程。本研究采用个案研究模式,是一种定性研究模式。这项研究在2021-2022学年进行。本研究采用最大多样性抽样法选取6名学生。形成了三个同质组,并进行了半结构化访谈。使用由八个问题组成的活动文件来获取数据。在可观察到的RBC认知作用的背景下评估获得的数据。只有数学水平较低的学生才无法构建棱镜表面积的知识。所有学生都算出了能装进长方形棱镜的单位立方体的数目。但是有三个学生非常成功,他们能够构建和使用体积公式。研究发现,认知行为和建构行为比建构行为更容易执行。随着数学成绩水平的下降,抽象的速度和成功程度也在下降。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of Secondary School Students' Processes of Constructing Area and Volume Relations of Rectangular Prisms
The purpose of this study is to examine the knowledge construction processes of 5th grade students, who do not have any knowledge about the surface area and volume of the rectangular prism, within the framework of the observable epistemic actions of the RBC (Recognizing, Building-with, Constructing) abstraction model. This study was carried out according to the case study pattern, which is one of the qualitative research types. The study was carried out in the 2021-2022 academic year. For the research, six students were selected by the maximum diversity sampling method. Three homogeneous groups were formed and semi-structured interviews were conducted. An activity paper consisting of eight problems was used to obtain data. The obtained data were evaluated in the context of observable epistemic actions of RBC. Only a student with a low level of mathematics achievement couldn’t construct knowledge of the surface area of the prism. All students have found the number of unit cubes that can fit inside the rectangular prism. But three students with a high level of success were able to construct and use volume formulas. In the research, it has been seen that recognition and building-with actions are easier to perform than construction action. As the level of mathematics achievement decreased, the speed and success of abstraction decreased.
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