高中资优学生的数学解题能力:以性别和种族为差异因素的研究

Dana Arif Lukmana
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摘要

本研究旨在探讨高中数学资优学生解决数学问题的技巧。具体来说,研究人员将性别和种族两个因素作为区分因素。这项研究涉及了来自三所不同学校的36名数学天才学生,他们是从48名被确定的天才学生中随机挑选出来的。使用的两种数据收集工具是数学问题(数论,代数和几何)和问卷调查,这是根据莱斯特的问题解决阶段组织的。双向ANO-VA测试结果显示,平均数学问题技能分数是最高分数的50%(相对较低)。另一个重要的发现是,在统计学上,数学问题技能得分没有种族或性别的差异。这项研究含蓄地表明,在解决问题的过程中,有数学天赋的学生与种族或性别无关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Gifted students' skill in solving mathematics problems: A study used gender and ethnicity as differentiating factors in senior high school
This study investigated the skills of math gifted students in high school to solve math problems. Specifically, the researcher took two factors: gender and ethnicity, as differentiators. This study involved 36 mathematically gifted students from three different schools who were randomly se-lected from 48 gifted students who were identified. The two data collection instruments used were mathematical problems (Number Theory, Algebra, and Geometry) and questionnaires, which were organized by referring to Lester's problem-solving stages. The results of the two-way ANO-VA test revealed that the average math problem skill score was 50% of the maximum score (rela-tively low). Another important finding, statistically, there is no difference in math problem skill scores based on either ethnicity or gender. This study implicitly shows that mathematically gifted students in problem-solving processes were not correlated with ethnicity or gender.
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