基于问题的学习模式的授权,以提高学生的定量推理能力

M. Muzaini, M. Hasbi, E. Ernawati, Kristiawati Kristiawati
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引用次数: 0

摘要

越来越多的证据表明,定量推理对中学生的学习至关重要,尤其是那些需要学生理解数量之间关系的主题。因此,本研究增加了通过教学模式探索学生定量推理能力增长的文献。本研究使用定量推理测试和观察表等测量工具。本研究采用随机前测后测对照组设计。该研究包括来自南苏拉威西邦格普、望加锡、南苏拉威西的95名初二学生,他们被分为两组:实验组和对照组。n -增益指数分为高、中、低三类,用于计算学生定量推理考试成绩的提高程度。数据发现,实验班有86.0%的学生在定量推理考试中取得了高分,而控制班只有46.6%的学生在定量推理考试中取得了高分。使用基于问题的学习模式学习线性规划时,学生的定量推理能力比使用直接学习时有明显提高。因此,使用基于问题的学习模式可以提高学生的定量推理能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Empowerment of Problem-Based Learning Models to Improve Students’ Quantitative Reasoning
Quantitative reasoning has been highlighted as essential for middle-school student learning, particularly for themes that require students to make sense of relationships between quantities, according to a growing body of evidence. As a result, the current study adds to the body of literature that explores the growth of students' quantitative reasoning through teaching models. This study uses measuring tools such as a quantitative reasoning test and an observation sheet. The randomized pre-test–post-test control group design has been used in this investigation. The study included 95 second-year middle school students from Pangkep, Makassar, South Sulawesi, who were split into two groups: experimental and control. The N-gain index, which has high, medium, and low categories, was used to calculate the improvement of students' quantitative reasoning exam results. The finding of the data, 86.0 % of students in the experimental class increased their quantitative reasoning exam scores in the high category, while only 46.6% of students in the control class improved their quantitative reasoning exam scores. Students' quantitative reasoning improves substantially more when they utilize the problem-based learning models to learn about the linear program than when they use direct learning. As a result, students' quantitative reasoning can be improved by using problem-based learning models.
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