ANALISIS KESULITAN MAHASISWA DALAM MENYELESAIKAN SOAL DIFERENSIAL PADA MATA KULIAH MATEMATIKA DASAR

Mishbah Ulhusna, Deby Erdriani, Yulia Retno Sari
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Abstract

Its research is a descriptive qualitative research. The sampling method in this study used purposive sampling with 10 Informatics Management students in the first semester of the 2022/2023 academic year as subjects, who took Basic Mathematics courses. These students have difficulty solving differential problems, especially material on chain rules and high-order derivatives. The results of the Mid Semester Examination (UTS) obtained were only able to be answered by 20% of students. The purpose of this study was to analyze students' difficulties in answering differential questions, done by looking at learning outcomes and by collecting information obtained during interviews, based on four aspects of expertise, namely: 1) Information skills, 2) Arithmatics skills, 3) Language skills, and 4) Number fact skills. The method of information analysis is carried out by: collecting information, reducing, presenting information, and drawing conclusions. Data collection in this study used a triangulation procedure, namely by equating the information on the test results with the results of the interviews. The results of this study are that students have difficulty solving differential problems when viewed from the four aspects of expertise. Factors causing difficulties in this ability are 1) students are not able to analyze the correct method that will be used to solve the differential function reduction, 2) students do not understand mathematical operations well, and 3) students make mistakes reading and interpreting questions.
分析学生在小学数学课上解决差分问题的困难
其研究是一种描述性质的研究。本研究采用目的抽样的方法,以2022/2023学年第一学期学习基础数学课程的10名信息学管理专业学生为研究对象。这些学生很难解决微分问题,特别是关于链式法则和高阶导数的材料。获得的期中考试(UTS)成绩只有20%的学生能够回答。本研究的目的是分析学生在回答不同问题时的困难,通过观察学习成果和收集在访谈中获得的信息,基于四个方面的专业知识,即:1)信息技能,2)算术技能,3)语言技能和4)数字事实技能。信息分析的方法是:收集信息、归纳信息、呈现信息、得出结论。本研究中的数据收集使用了三角测量程序,即通过将测试结果的信息与访谈结果等同起来。本研究的结果是,从专业知识的四个方面来看,学生在解决差异问题方面存在困难。造成这种能力困难的因素有:1)学生不能分析解微分函数约简的正确方法;2)学生不能很好地理解数学运算;3)学生在阅读和解释问题时犯错误。
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