2019
DOI: 10.20414/betajtm.v12i2.338
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Student’s thinking to identify concave plane based on Gregorc model

Abstract: [English]: Mathematics learning should facilitate students' construction of knowledge. In constructing mathematics knowledge, students involve various types of thinking processes and styles. This qualitative research aimed to describe the process of students’ thinking in identifying concave plane based on Gregorc’s model of thinking style. It involved thirty-three 9th-grade students with a different style of thinking. Data were collected through tests, questionnaire, and non-structured interview then descripti… Show more

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“…Cognitive style is a student's unique way of learning related to acceptance, processing, attitudes to information, and habits related to the learning environment (Marlissa & Widjajanti, 2015). Each student's cognitive style is different; therefore, learning must facilitate all types of student cognitive styles (Krisdiantoro & Prihatnani, 2019). Students' cognitive styles' differences are significantly correlated with problem-solving, students' learning outcomes, and mathematics appreciation (Cataloglu & Ates, 2014;Klaczynski, 1994;Marlissa & Widjajanti, 2015;Tinajero & Páramo, 1998).…”
Section: Cognitive Styles and Problem-solvingmentioning
confidence: 99%
“…Cognitive style is a student's unique way of learning related to acceptance, processing, attitudes to information, and habits related to the learning environment (Marlissa & Widjajanti, 2015). Each student's cognitive style is different; therefore, learning must facilitate all types of student cognitive styles (Krisdiantoro & Prihatnani, 2019). Students' cognitive styles' differences are significantly correlated with problem-solving, students' learning outcomes, and mathematics appreciation (Cataloglu & Ates, 2014;Klaczynski, 1994;Marlissa & Widjajanti, 2015;Tinajero & Páramo, 1998).…”
Section: Cognitive Styles and Problem-solvingmentioning
confidence: 99%