分析学生的多重表示为基础的问题解决能力

A. A. Putra, N. S. Aminah, A. Marzuki
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引用次数: 0

摘要

本研究旨在分析基于多重表征的高中学生€™问题解决能力的现况。在物理学习中,解决多重表示问题的能力是非常重要的。本研究的对象为101名十二年级的学生。本研究采用定量描述法。所使用的解决问题能力的指标包括方法、视觉效果、应用和程序。在这个研究工具的表示类型是口头,数字,图形和数学。结果表明,与多元表征问题形式的方法指标相关的问题解决技能百分比分别为36%(口头)、42%(图形)、24%(图形)和43%(数学)。视觉指标在语言、图形、图形和数学方面的百分比分别为44、29、38和0。程序指标为文字36%,数字30%,图形35%,数学0%。由此可见,从多重表征测验中各指标所占的百分比来看,学生所拥有的问题解决能力是不同的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Students’ Multiple representation-based Problem - solving Skills
This study aims to analyze the profile of students’ problem - solving skills based on multiple representation in senior high school. Problem - solving skills in solving multiple representation are very important in learning Physics. The subjects of this study were 101 students of class XII MAN 1 Ngawi. The method used in this research was quantitative descriptive method. Indicators of the problem - solving abilities that were used included approaches, visuals, applications, and procedures. The types of representation in this research instrument were verbal, figures, graphic and mathematic. The results showed that the problem - solving skills related to the indicator of approach with the form of multiple representation questions got percentages of 36% (verbal), 42% (figural), 24% (graphical), and 43% (mathematical). The visual indicators showed the percentages of 44, 29, 38, and 0 for verbal, figural, graphical, and mathematical respectively. Then the indicators of procedures obtained 36% for the verbal, 30% for the figures, 35% for the graphics, and 0% for the mathematics. Thus, it can be concluded that problem - solving skills possessed by students are different in terms of the percentage each indicator got in the multiple representation test.
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