学生数学能力的分析:单位之间的关系

Jitlada Jaikla, Maitree Inprasitha, Narumon Changsri
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引用次数: 2

摘要

本研究旨在透过学生在SUKEN六级测验中的表现,探讨学生在单元间关系学习上的数学能力。共有139名学生被选为我们的目标群体,并作为考生参与其中。研究工具包括学生答题纸、测试项目分析和教科书分析。SUKEN测试是一种数学能力测试,用于识别相关问题,以改善教学实践。第1阶段的结果显示,24名考生(17.27%)以总分100分的70%顺利通过了合格标准。然而,与其他内容领域相比,在quantity and Measurement内容领域中能够正确回答问题的考生比例最低(33.21%)。此外,在回答“数量”和“计量”问题时,掌握内容知识和运用方法的考生分别只有38.49%和31.09%。此外,通过对考生答题卡的深入分析,通过分析考生的推理能力来支持他们的回答,结果发现有七组不同的答案。考生们发现,当他们必须在三维空间中使用关系时,很难找到cm3和m3之间的关系。因此,建议教师使用几何模型来帮助学生理解单元之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Analysis of Students’ Mathematical Competencies: The Relationship between Units
This study aimed to investigate students’ mathematical competence in learning relationships between units according to the students’ performance in a SUKEN test of Level 6. A total of 139 students were selected as our target group and involved as examinees. Research instruments include students’ answer sheets, test item analyses, and textbook analysis. SUKEN test is a mathematical proficiency test used to identify related issues to improve teaching practices. The results from the first phase showed that there were 24 examinees or 17.27 percent of them had been successfully passed the passing criterion as 70 percent of the total marks 100. However, there was a lowest percentage (33.21%) of examinees showed that they were able to answer correctly in the questions related to the content domain of Quantities and Measurement compared to other content domains. On top of that, only 38.49 percent and 31.09 percent of the examinees possessed their competencies in content knowledge and the method of application respectively while they answered the Quantities and Measurement questions. Besides, the results of in-depth analyses from students’ answer sheets revealed that there were seven different groups of answers by analyzing examinees' responses in terms of their reasoning skills to support their responses. Examinees were found to have problems finding the relationship between cm3 and m3, whenever they have to use a relationship in three dimensions. Therefore, teachers are suggested to use the geometry model to assist students in understanding the relationships between the units.
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