几何画板对初中生代数推理的影响

Hwa Li, Hutkemri Zulnaidi
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引用次数: 2

摘要

先前的研究报告了学生在解决涉及二次方程的问题时的代数推理困难。对二次方程的理解和求解是学科数学中的概念挑战。在国家学校课程中整合技术可以在多学科技能和推理方面提高整个科学、工程和数学的教与学的发展。采用准实验的方法,通过使用Geometer’s Sketchpad进行基于GSP的教学对初二学生代数推理能力的影响。实验研究对象为60名初二学生,平均分为实验组(30名)和对照组(30名)。数据通过代数推理能力测试收集。采用ANATES 4和SPSS 25.0对数据进行分析。采用独立样本t检验等推理统计方法对获得的定量数据进行分析。不同小组类型的学生在求解二次型问题的代数推理能力上存在显著差异。基于gsp的教学帮助学生在教学干预中发展他们的代数推理能力,并为数学教育者提供了利用该软件的见解。此外,基于gsp的教学效果在不受先验知识影响的情况下提高了学生的代数推理能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effects of The Geometer’s Sketchpad on Algebraic Reasoning Among Junior Private High School Students
Previous studies reported the student’s difficulties in algebraic reasoning for solving problems involving quadratic equations. Mostly full to the agreement of understanding and solving quadratic equations is the conceptual challenge in subject mathematics. Integrating technology in the national school curriculum enhances the teaching and learning development throughout the science, engineering and mathematics in the facets of multidiscipline skills and reasoning in context. A quasi-experiment was conducted to determine the effects of Geometer’s Sketchpad (GSP)-based instruction through using Geometer’s Sketchpad on the algebraic reasoning abilities of Junior Two students. The experimental study was conducted on 60 Junior Two students, who were equally divided into experimental (30 students) and control groups (30 students). The data were collected through algebraic reasoning abilities test. Data were analysed using ANATES 4 and SPSS 25.0. Inferential statistics including the independent sample t-test was used in analyzing the quantitative data obtained. Significant differences were found in the algebraic reasoning abilities of students in relation to quadratic problem solving according to their group type. GSP-based instruction helped students develop their algebraic reasoning abilities in the instructional intervention and provided insights for mathematics educators into utilising the software. Moreover, the effect of the GSP-based instruction enhanced the algebraic reasoning abilities of students without influence of prior knowledge.
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