11年级学生线性函数和二次函数综合脑基学习与技能训练的效果

Apantee Poonputta, Jatuporn Mekwan
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引用次数: 0

摘要

本研究的目的是:1)以线性和二次函数考察脑基综合学习和技能训练对11年级学生学习成绩的影响;2)比较采用脑基综合学习和技能训练前后11年级学生的学习成绩;3)研究学生对脑基综合学习和技能训练的满意度。研究对象为40名泰国公立学校11年级学生,采用整群抽样方法。研究工具为学习管理计划、技能训练、学习成就测验、满意度问卷。数据分析中使用的统计方法有百分比、平均值、标准差和配对样本t检验。研究结果表明:1)脑基学习与技能综合训练对11年级学生学习成绩的线性和二次函数的有效性;2)学习管理后11年级学生的学习成绩显著高于学习管理前;3)学生在学习管理计划实施过程中对学习过程感到满意。这项研究的结果有助于数学教育领域,因为它提出了一种替代的教学方法,结合了教学原则的好处来教授数学中的复杂概念。此外,它还说明了如何将这两个原则结合起来,形成一个可以推动学习者学习过程的学习管理计划。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Effects of Integrated Brain-Based Learning and Skills Training in Linear and Quadratic Functions Among Grade 11 Students
The purposes of the study were 1) to investigate the effectiveness of integrated brain-based learning and skills training on grade 11 students’ learning achievement in linear and quadratic functions 2) to compare the achievement of grade 11 students before and after using integrated brain-based learning and skills training, and 3) to study students’ satisfaction with the integrated brain-based learning and skills training. The participants were 40 grade 11 students in a Thai public school selected by the cluster sampling method. Research instruments were 1) a learning management plan 2) skills training 3) a learning Achievement Test, and 4) a Satisfaction Questionnaire. Statistics used in data analysis were percentage, average, standard deviation, and paired samples t-test. The results of the study indicate that 1) the effectiveness of the integrated brain-based learning and skills training on grade 11 students’ learning achievement in linear and quadratic functions, 2) the achievement on grade 11 students after learning with the learning management was significantly higher than before using the treatmen, and 3) students was satisfied with the learning processes during the implementation of the learning management plan. The result of the study contributes to the area of mathematics education as it presents an alternative instructional method that combines the benefits of teaching principles to teach a complicated concept in mathematics. Moreover, it illustrates how the two principles are integrated to form a learning management plan that could drive learners’ learning process.
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