数学教师范海勒水平与学生几何成绩的关系

A. P. Lumbre, M. Joaquin, Sheryl Lyn C. Monterola
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引用次数: 1

摘要

本研究采用非实验定量相关设计,对30名九年级数学教师的van Hiele水平和1489名学生的几何成绩进行了调查。结果显示,凡·海尔几何思维水平第5级教师的学生和第2级教师的学生的成绩有显著差异,显著效应量为0.64。这项研究强调了利用教师的范海勒几何思维水平的重要性,因为它与学生的成绩高度相关。要使教师的几何思维能力达到预期水平,从而提高学生的学习成绩,可能需要对职前教师进行培训、进一步学习或改进课程。此外,可以对数学的其他内容领域和技能进行更深入的研究,以进一步评估它们与教师的范希勒水平和学生成绩之间的相互关系。此外,调查学生数学成绩开始下降的年级也是很有意义的。
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Relationship between Mathematics Teachers’ van Hiele Levels and Students’ Achievement in Geometry
Using non-experimental quantitative correlational design, the van Hiele levels of thirty grade 9 mathematics teachers, as well as the achievement of 1489 students in geometry were investigated in this study. Results showed a significant difference with a substantial effect size of .64 between the achievement of students whose teachers are operating at level 5 in the van Hiele Levels of Geometric Thinking and those of students whose teachers are operating at level 2. This study underscored the importance to leverage on teachers’ van Hiele level of geometric thinking as it is highly correlated to student achievement. Developing teachers’ geometric thinking ability at the expected levels in order to improve students’ achievement may require trainings, further studies, or curriculum improvement for pre-service teachers. Moreover, a deeper study focusing on other content areas and skills in mathematics may be done to further assess their interrelationships with teachers’ van Hiele levels and student achievement. In addition, it would be of interest to investigate the grade level where student mathematics achievement starts to decline.
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