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Journal : MATEMATIKA DAN PEMBELAJARAN

APPLICATION OF THE ASSURE LEARNING MODEL ON GEOMETRY Patma Sopamena; Ayani Lifumangau; Syafruddin Kaliky; Fahruh Juhaevah; Nurlaila Sehuwaky; Nurlaila Sopamena
MATEMATIKA DAN PEMBELAJARAN Vol 9, No 1 (2021): MATEMATIKA DAN PEMBELAJARAN
Publisher : IAIN Ambon

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.33477/mp.v9i1.1725

Abstract

This study aims to describe the activities carried out by students and teachers in the learning process and improving student learning outcomes after the learning process through the ASSURE model. This research classifies as a classroom action research with a mixed-method approach, namely, descriptive qualitative and quantitative approaches. The research subjects were 30 students of class VII-5 MTs Negeri Ambon with two learning cycles. The results showed that student learning activities before the cycle action had not been seen, such as not paying attention to the teacher's explanation, embarrassed to ask or answer, and the work results to solve the questions given still relying on the answers of their friends. After the cycle action showed an increase in student activity, among others, students focused more on listening to the teacher's explanation, began to dare to ask questions, opinions, or answers, and began to be confident in their work. Also, there was an increase in student test results. Before the action of the pre-test results, the mean score of the students was 25.90. After the action, the students 'average score in the first cycle was 62.07, and in the second cycle, the students' average score was 89.99.
STUDENT THINKING PROCESS IN SOLVING MATHEMATICAL PROBLEMS BASED ON APOS Patma Sopamena; Syafruddin Kaliky; Nurlaila Sehuwaky; Kasliyanto Kasliyanto; Fahruh Juhaevah
MATEMATIKA DAN PEMBELAJARAN Vol 9, No 2 (2021): MATEMATIKA DAN PEMBELAJARAN
Publisher : IAIN Ambon

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.33477/mp.v9i2.2384

Abstract

factorization of algebraic expressions based on APOS. A qualitative-exploratory design was employed in this study, where the participants were asked to solve mathematical problems and perform think-aloud protocols. Interview was conducted to extract more interesting data and clarify the participants’ answers and logical analysis. The research subject was a student of class VIII of SMPN 23 Ambon which two students with the initials S1 and S2. The results showed that the thought process of students in solving the problem of factorization of algebraic tribes based on the APOS framework can be classified into 2 categories. The first category is complete thinking structure that was indicated by providing the correct answer to the problem. This process began with interiorization as Action, followed by coordination, encapsulation, reversal, regulation or de-encapsulation as Process towards the object. The second category or scheme is incomplete thinking structure, marked by making errors during the problem-solving process and fixing the errors after reflection. The incomplete thinking structure occurred on interiorization as Action and coordination, reversal and de-encapsulation as Process towards the object. The study found only two categories (complete and incomplete thinking structures), so it is possible for future research to find other categories.