一所职业技术教育学院在数学几何学科中融入本土知识

IF 1.2 Q2 EDUCATION & EDUCATIONAL RESEARCH
Makhosi P. Madimabe, B. Omodan, Cias T. Tsotetsi
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引用次数: 0

摘要

数学几何(MG)的概念通常被TVET学院的学生认为是抽象和难以理解的。学生无法在数学评估任务中表现良好,特别是在这个概念上。由此可见,国家资格框架(NQF)二级数学专业学生入学率的下降。本研究的目的是透过以试点-实践评估任务(PAT)的形式整合本土知识,以提升数学几何的教与学。研究小组采用焦点小组讨论的方式收集实证数据。学生们被赋予了实际的评估任务,该任务结合了土著知识,以缩小学生无法将课堂上教授的数学几何与他们的日常生活联系起来的差距,这似乎在TVET学院的数学学生中很普遍。根据他们在南非Thabo Mofutsanyane市非洲山区社区的一所职业技术教育学院教授数学几何的经验水平,均匀地选择了10名共同研究人员。结果表明,在职业技术教育学院,本土知识可以作为数学几何学习和教学的有效途径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Incorporation of Indigenous Knowledge in the Mathematical Geometry Discipline at a TVET College
Mathematical geometrical (MG) concept is often perceived as abstract and difficult to understand by students at the TVET College. Students are unable to perform well in Mathematic Assessments Tasks specifically on this concept. Drawing from this is the declining percentages of student enrolments in mathematics at National Qualification Framework (NQF) level 2. The aim of this study was to enhance the teaching and learning of Mathematical Geometry through the integration of indigenous knowledge in the form of a pilot-practical assessment task (PAT). The research team made use of focus group discussions to gather empirical data. Students were given the practical assessment task that incorporated indigenous knowledge to close the gap of students being unable to relate the mathematical geometry taught in the classroom to their everyday lives that seemed to prevail amongst mathematics students at a TVET College. Ten co-researchers were homogeneously selected based on their level of experience in teaching mathematical geometry at a TVET college located in the Afromontane communities of Thabo Mofutsanyane municipality, South Africa. The result indicated that indigenous knowledge can be utilized as an effective way of learning and teaching mathematical geometry at the TVET college.
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来源期刊
CiteScore
2.90
自引率
20.00%
发文量
41
期刊介绍: The International Journal of Research in Undergraduate Mathematics Education is dedicated to the interests of post secondary mathematics learning and teaching. It welcomes original research, including empirical, theoretical, and methodological reports of learning and teaching of undergraduate and graduate students.The journal contains insights on mathematics education from introductory courses such as calculus to higher level courses such as linear algebra, all the way through advanced courses in analysis and abstract algebra. It is also a venue for research that focuses on graduate level mathematics teaching and learning as well as research that examines how mathematicians go about their professional practice. In addition, the journal is an outlet for the publication of mathematics education research conducted in other tertiary settings, such as technical and community colleges. It provides the intellectual foundation for improving university mathematics teaching and learning and it will address specific problems in the secondary-tertiary transition. The journal contains original research reports in post-secondary mathematics. Empirical reports must be theoretically and methodologically rigorous. Manuscripts describing theoretical and methodological advances are also welcome.
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