数学模块的开发采用了PMRI方法的SPLDV材料为八年级学生MUHAMMADIYAH KUPANG

St. Muthmainnah Yusuf, Siti Istiana Ema Beleng
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引用次数: 0

摘要

本研究旨在利用PMRI方法为第八学期第一学期的两变量线性方程材料系统制作数学模块,了解模块的质量和有效性,以及材料专家和学生对模块在学习中使用的反应。这种类型的研究是发展研究。使用四维(Four -D)模型,即定义、设计、开发和传播。本研究的对象为八年级的学生Muhammadiyah Kupang。本研究使用的工具是材料和媒体专家对模块效度的验证表评估和学生反应问卷来测量模块效度。材料和媒体专家对模块的有效性评估结果,基于专家对模块质量评估的结果,获得了3.13个“有效”标准的内容合格性方面,3.21个“有效”标准的可行性方面,3.07个“有效”标准的语言方面和3.54个“非常有效”标准的PMRI方面。因此,总体而言,媒体和材料专家对“使用PMRI方法的数学模块”的评估结果平均为3.21,据说是有效的。并根据学生反应问卷的结果,已知学生反应两项指标的平均值为76.00%。因此,可以声明具有开发的PMRI方法的数学模块,以根据预先确定的学生反应评估类别从“好”学生那里获得反应
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PENGEMBANGAN MODUL MATEMATIKA MENGGUNAKAN PENDEKATAN PMRI PADA MATERI SPLDV UNTUK SISWA KELAS VIII SMP MUHAMMADIYAH KUPANG
This study aims to produce a mathematical module of the material system of two variable linear equations for class VIII semester I with PMRI approach, knowing the quality and effectiveness of the module, as well as the responses of material experts and students about the use of modules in learning. This type of research is development research. Using a 4-D (Four D) model, namely defining, design, development, and dissemination. The subjects in this study were students of VIII grade Muhammadiyah Kupang. The instrument used in this study was the validation sheet evaluation of module validity by material and media experts to measure the module validity and student response questionnaire. The results of the module validity assessment by the material and media experts, based on the results of the module quality assessment by the experts, obtained an average of 3.13 content eligibility aspects with 'valid' criteria, a feasibility aspect of 3.21 presentation with a 'valid' criterion, 3.07 language aspects with 'valid' criteria and PMRI 3.54 aspects with 'very valid' criteria. So overall the results of the media and material expert assessment on the "mathematics module with the PMRI approach" are said to be valid with an average of 3.21. And based on the results of student response questionnaire known student responses both with an average of the three criteria is 76.00%. so that the mathematics module with the developed PMRI approach can be declared to get responses from "good" students based on predetermined student response assessment categories
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