通过了考试却没有掌握几何知识

IF 0.3 Q4 MATHEMATICS Annales Mathematicae et Informaticae Pub Date : 2022-12-21 DOI:10.33039/ami.2022.12.009
Csilla Bereczky-Zámbó, C. Szabó, Anna Muzsnay, J. Szeibert
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引用次数: 1

摘要

. 人们通常认为,学习数学课程并通过考试就意味着掌握了课程要求,对课程材料有了足够深刻的理解。根据Van Hiele理论的沟通部分,如果某人没有达到预期的入门级,他们将无法在课程中发展。在我们的研究中,我们探讨了几何领域的这一矛盾。我们以数学专业和职前数学教师的学生为研究对象,考察了这一现象。
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Passing the exam and not mastering the material in geometry
. It is a common assumption that taking a mathematics course and passing the exam means that one has mastered the course requirements and gained a sufficiently deep understanding of the course material. According to the communication part of the Van Hiele Theory, if someone does not reach the expected entry-level, they won’t be able to develop during the course. In our research, we investigated this contradiction in the field of geometry. We examined this phenomenon with mathematics major and pre-service mathematics teacher students during their first geometry course.
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