从学习兴趣角度分析基于APOS理论的线性程序材料等值线法概念的理解水平

Iesyah Rodliyah, D. Juniati, S. Khabibah
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引用次数: 0

摘要

可用于找到线性规划模型的解决方案的方法之一是图形方法。图解法分为等值线法和极值点法。根据最初的观察和采访,发现大约54%的学生在解决线性程序时仍然需要帮助理解等值线法材料,尤其是在遇到与日常生活有关的真实问题时。此外,学生对线性规划课程的学习兴趣也各不相同。因此,本文的研究目的是描述对线性规划材料(确切地说是等值线法材料)具有高、中、低学习兴趣的学生在确定最优解时的理解水平。本研究中的方法是一种定性方法,采用有目的的抽样技术。数据收集采用问卷法收集学生学习兴趣数据,采用半结构化测试和访谈法描述基于APOS理论的学生理解水平。这项研究的工具是问卷调查、书面测试和面试指南。在本研究中,使用时间三角测量来检查数据的有效性。使用描述性定性分析对收集的数据进行分析。研究结果表明:(1)学习兴趣较高的受试者处于图式理解水平;(2) 具有学习兴趣的主体处于理解对象的水平;(3)学习兴趣低的受试者处于对行动的理解水平。
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 the Level of Understanding of the Concept of the Isoline Method of Linear Program Material Based on APOS Theory in terms of Learning Interest
One of the methods that can be used to find solutions to linear programming models is the Graphical Method. Graphical methods are divided into the isoline method and the extreme point method. Based on initial observations and interviews, it was found that around 54% of students still needed help understanding the isoline method material in solving linear programs, especially when given real problems related to everyday life. In addition, students' learning interest in linear programming courses also varies. So the purpose of research in this article is to describe the level of understanding of students who have high, medium, and low learning interest in linear programming material, precisely the isoline method material, in determining the optimum solution. The method in this study is a qualitative method with a sampling technique using purposive sampling. Data collection was carried out using a questionnaire method for data on student learning interests and semi-structured test and interview methods to describe the level of student understanding based on APOS theory. The instruments in this study were questionnaires, written tests, and interview guidelines. Checking the validity of the data in this study used time triangulation. The collected data was analyzed using descriptive qualitative analysis. The results of the research show that: (1) subjects with high learning interest are at the level of schematic understanding; (2) subjects with interest in learning are at the level of understanding objects; and (3) subjects with low interest in learning are at the level of understanding of Action.
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