学生在集合材料上的数学问题解决能力

Amelia Rahmah Adhyan, S. Sutirna
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引用次数: 0

摘要

学生经常以试答的方式回答老师给出的问题,即在回答学生先不理解问题的问题时,以给出的问题与所学的问题不同为理由,使学生认为数学课很难理解,头昏眼花,因为这样会导致得到的结果是错误的。因此,本研究的目的是描述八年级mt学生在khanebic区的一所学校组装材料的潜在数学解决方案。使用的研究方法是定性描述。使用的数据分析技术是里程和休伯曼的交互模型。研究中使用的对象是一名八年级的15名学生,他们接受了诱人的抽样。所使用的测试工具是通过面试来描述解决问题和非问题的能力。研究结果表明,学生解决数学问题的能力分为三类,26.7%的学生为高,133%为中等,60%为低。结果表明,学生解决数学问题的能力相对较低,这意味着存在几个指标的最佳解决问题的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
KEMAMPUAN PEMECAHAN MASALAH MATEMATIS SISWA MTS PADA MATERI HIMPUNAN
Students often answer the question given by the teacher in a trial manner, in which when answering the question of students not understanding the question first, on the reason that the problem given is different from the problem studied so that the student assumes that math lessons are hard to understand and make the head dizzy, because it causes the obtained results to be wrong. Therefore, the study aims to describe the potential mathematical solution of class VIII MTs students in assembly material at one of the schools in the khanebic district. The research method used is qualitative descriptive. The data analysis technique used was an interactive model of miles and hubermans. The subject used in the study is an eighth grader of 15 students taken under temptive sampling. The test instrument used is to describe the problem-solving and non-tes ability by conducting an interview. Results from the study indicate that the ability to solve a student's mathematical problem falls into three categories, with 26.7% of the student is high, 133% are moderate and 60% are low. The results suggest that students' capacity for mathematical problem solving is relatively low, which means there are several indicators of an optimum problem solving capability. 
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