Pembelajaran Berdasarkan Masalah dengan Pendekatan Deduktif-Induktif pada Matakuliah Persamaan Differensial Biasa

Ahmad Talib
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Abstract

This research applies problem based learning with deductive-inductive approach to the course of ordinary differential equation (PDB). This study aims to apply problem-based learning steps involving the student's deductive-inductive thinking approach, applying the teaching materials of PDB involving the student's deductive-inductive thinking approach, but it is also expected that these teaching materials can maximize the deductive-inductive thinking approach, and help students improve their way of thinking, based on the material characteristics of PDB.The research method used is classroom action research, to maximize the deductive-inductive thinking ability of the students. As the paradigm of class action research, the implementation of this research includes planning activities, actions, observation and cyclic reflection, the implementation is divided into two cycles, the first cycle is for two months or seven meetings, and the second cycle is also for two months or seven meetings in the Semester Academic Year  2016/2017, which amounted to 30 students, at Mathematics Department FMIPA UNM Makassar.The results of the first cycle of this study show that problem-based learning with deductive-inductive approaches helps a lot of students, even though at first the students still seem unwilling to apply how their mindset in learning and solving problems. After being given some strengthening, in the following weeks the interaction of learning progressed significantly. Learning scenarios and teaching materials as guidelines for the implementation of lecturing activities, in line with the tendency of the student's deductive-inductive thinking approach. In the second cycle, it shows that the students have been able to handle the problems themselves in applying the inductive-deductive approach, both in terms of improvements of the mindset, the way of starting it and the logic used in working on the problems. Key words: Problem based learning, Deductive-inductive approach, PDB
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以问题为基础的学习与普通数学差异方程的演绎方法
本研究将基于问题的学习与演绎归纳法应用于常微分方程课程。本研究旨在应用涉及学生演绎-归纳思维方式的基于问题的学习步骤,应用涉及学生演绎-归纳思维方式的PDB教材,但也希望这些教材能够根据PDB教材的特点,最大限度地发挥演绎-归纳思维方式的作用,帮助学生提高思维方式。研究方法采用课堂行动研究,最大限度地发挥学生的演绎-归纳思维能力。作为集体行动研究的范例,本研究的实施包括策划活动、行动、观察和循环反思,实施分为两个周期,第一个周期为两个月或七次会议,第二个周期也为两个月或七次会议,在2016/2017学年,共有30名学生,FMIPA UNM Makassar数学系。本研究的第一个周期的结果表明,基于问题的学习与演绎归纳的方法帮助了很多学生,即使一开始学生似乎仍然不愿意运用他们的思维方式来学习和解决问题。在给予一些强化之后,在接下来的几周里,学习的互动有了显著的进步。以学习情景和教材为指导实施教学活动,符合学生演绎-归纳思维方式的倾向。在第二个循环中,它表明学生已经能够通过运用归纳演绎的方法自己解决问题,包括思维方式的改进,开始的方式和解决问题时使用的逻辑。关键词:基于问题的学习,演绎归纳法,PDB
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