分析中学生翻译SPLDV故事及其完成的能力

Teguh Wibowo, Erni Puji Astuti, Anugrah Dwi Cahyani
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引用次数: 0

摘要

本研究旨在了解初中生将SPLDV字词问题转化为数学模型及其解的能力。特别是在两变量线性方程组(SPLDV)的问题上。这种类型的研究是定性的。所使用的方法是现象学方法。使用测试技术、访谈、现场记录和文档收集数据。研究对象为2名来自SMP Negeri 2 puring8类B类的高分类学生,该分类源于高、中、低群体边界的确定。如果奇数PAS值> (x′s + SD),则组极限为高;如果(x′s - SD) <奇数PAS值< (x′s + SD),则组极限为中;如果奇数PAS值< (x′s + SD),则组极限为低。数据分析技术包括数据简化、数据表示和结论。使用可信性和可确认性测试来检查数据的有效性。本研究结果表明,被试具有较高的翻译能力,因为他能够理解问题(写下已知的和问的),能够解决问题(举例和数学模型),能够采取步骤解决问题。但没有再评估或检查。翻译水平高的学生会出现一些错误,即不进行评价步骤或再次检查。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analisis Kemampuan Siswa SMP dalam Menerjemahkan Soal Cerita SPLDV dan Penyelesaiannya
This study aims to determine the ability of junior high school students in translating SPLDV word problems into mathematical models and their solutions. Especially in the matter of two-variable linear equation systems (SPLDV). This type of research is qualitative. The approach used is the phenomenological approach. Data collection using test techniques, interviews, field notes, and documentation. The research subjects took 2 students with high category classification from class VIII B of SMP Negeri 2 Puring which originated from the determination of high, medium and low group boundaries. The group limit is high if the Odd PAS value is > (x ̅ + SD), the group limit is medium if (x ̅ - SD) < Odd PAS value < (x ̅ + SD), while the group limit is low if the Odd PAS value < (x ̅ + SD). Data analysis techniques include data reduction, data presentation, and conclusions. Checking the validity of the data uses credibility and confirmability tests. The results of this study indicate that the subject has a high ability to translate because he is able to understand the problem (write down what is known and asked), is able to solve problems (make examples and mathematical models), is able to take steps to solve problems. But did not evaluate or check again. Students who have high translation skills experience a few mistakes, namely not carrying out the evaluation step or checking again.
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