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Journal : Tesseract: International Journal of Geometry and Applied Mathematics

OVERVIEW OF THE PHILOSOPHY OF MATHEMATICS: DESCRIPTION OF THE DIALOGUE METHOD OF SOCRATES AND PAULO FREIRE AND ITS IMPLICATIONS IN MATHEMATICS LEARNING Maysun, Maysun; Hakim, Lukman El; Aziz, Tian Abdul
Tesseract: International Journal of Geometry and Applied Mathematics Vol. 1 No. 1 (2023): Tesseract: International Journal of Geometry and Applied Mathematics
Publisher : Nindikayla Institute

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.57254/tess.v1i1.6

Abstract

Mathematics has an important role for improving attitudes and behavior through critical thinking. The learning method that can be applied to improve critical thinking skills is the dialogue method. Dialogue activities will provoke students to be more active in learning and educators can gather information, generate responses, focus students' attention, and test students' understanding. Socrates and Paulo Freire are two important figures who apply the dialogue method in learning. This research aims to describe the philosophical review of Socrates' dialogues and Paulo Freire's dialogues and their implementation in learning mathematics. The research method used is qualitative with library research. The result of this study is that the researcher found that the dialogue method can create an interesting and interactive classroom atmosphere. Through the dialogue process, educators can facilitate students to hone and improve their critical thinking skills
STUDENTS' MATHEMATICAL COMMUNICATION SKILLS REVIEWED FROM SELF-CONFIDENCE THROUGH APPROACH PROBLEM-BASED LEARNING (PBL) Lubis, Risa Nursamsih; Hakim, Lukman El; Aziz, Tian Abdul
Tesseract: International Journal of Geometry and Applied Mathematics Vol. 1 No. 1 (2023): Tesseract: International Journal of Geometry and Applied Mathematics
Publisher : Nindikayla Institute

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.57254/tess.v1i1.7

Abstract

One of the abilities that is very important to pay attention to in learning mathematics is students' mathematical communication skills. In addition to mathematical communication abilities, other aspects must be considered and support students' success in mathematics, including self-confidence. Students with high self-confidence can understand and express their ideas or ideas in language and mathematical symbols to convey information or opinions through speech or writing. This study aims to provide an overview of students' Mathematical Communication Ability in terms of Self-confidence through a Problem Based Learning (PBL) Approach. The method used is descriptive, describing the results of a literature review of at least 25 relevant articles. The results of this study are that there is a positive relationship between students' self-confidence and mathematical communication abilities and the Problem Based Learning Approach is effective in improving students' mathematical communication skills and self-confidence