PENINGKATAN KEMAMPUAN PEMECAHAN MASALAH MATEMATIKA TERBUKA MELALUI PENDEKATAN INVESTIGASI BAGI MAHASISWA PRODI PENDIDIKAN MATEMATIKA FKIP UMSU PADA MATAKULIAH TEORI BILANGAN

Nur Afifah, Ismail Hanif Batubara
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Abstract

Abstract. The research objectives are: (1) Knowing whether the approach to the mathematical investigation can improve the ability to solve open mathematical problems; (2) Knowing how the level of activity of students and lecturers in learning through a mathematical investigation approach. This type of research is Class Action Research. The research subjects were Students of Mathematics Education FKIP UMSU Academic Year 2018/2019. The object of research is the ability of lecturers to manage student learning and activities in the implementation of learning and the ability of students to solve open mathematical problems through an investigative approach to material numbers. The results of the study show that (1) The approach to the mathematical investigation can improve students' mathematical problem-solving abilities; (2) The approach to the mathematical investigation can increase the level of student activity. From the results of the initial test the ability to solve open mathematical problems an average value of 3.17, the average value of student cycle I tests is 10.73 (56.66%) students who have the ability to solve open mathematical problems and average test scores the second cycle was 12 (83.33%) students who had the ability to solve open mathematical problems. Based on the conclusions above, this study suggests that consider the application of a mathematical investigation approach in order to improve the quality of mathematics learning.Keywords: Mathematical Investigation, Problem-Solving, Open-Mathematics.
通过对数字理论FKIP UMSU数学教育专业学生FKIP UMSU研究方法开放数学解决问题的能力
摘要研究目标是:(1)了解数学调查方法是否能提高学生解决开放性数学问题的能力;(2)通过数学调查方法了解学生和讲师在学习中的活动水平。这种类型的研究是集体诉讼研究。研究对象为我校2018/2019学年数学教育专业学生。研究的对象是讲师管理学生学习和实施学习活动的能力,以及学生通过对材料数字的调查方法解决开放式数学问题的能力。研究结果表明:(1)采用数学探究的方法可以提高学生的数学解题能力;(2)数学探究的方法可以提高学生的活动水平。从第一次测试的结果来看,解决开放式数学问题的能力平均值为3.17,学生第一次测试的平均值为10.73(56.66%)名学生具有解决开放式数学问题的能力,第二次测试的平均分数为12(83.33%)名学生具有解决开放式数学问题的能力。基于上述结论,本研究建议考虑应用数学调查方法来提高数学学习质量。关键词:数学调查,问题解决,开放数学。
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