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Derya Zengin; Menekse Seden Tapan Broutin – International Electronic Journal of Mathematics Education, 2025
This study aims to examine the mathematical reasoning and proof processes of gifted students within the framework of Toulmin's Argumentation Model. Grounded in the Rich Teaching Model, the instructional design included seven differentiated lesson plans. The research was conducted with two 9th-grade students in a Science and Art Centre over 20…
Descriptors: Academically Gifted, Validity, Mathematical Logic, Mathematics Instruction
Nursyahidah, Farida; Albab, Irkham Ulil – Mathematics Teaching Research Journal, 2021
"Kue Putu" is a traditional Indonesian cake that is well-known to the students. Besides, the "Kue Putu" mold is made from cylinder-shaped bamboo culm and possesses the potency for learning geometry in a meaningful way. In addition, Indonesian Realistic Mathematics Education (IRME) is a mathematical learning strategy in which…
Descriptors: Foreign Countries, Folk Culture, Mathematics Instruction, Culturally Relevant Education
Mariotti, Maria Alessandra – Research in Mathematics Education, 2012
The objective of this paper is to discuss the didactic potential offered by the use of a Dynamic Geometry System (DGS) in introducing students to theoretical thinking and specifically to the practice of proof. Starting from a discussion about what constitutes the general objective in developing students' sense of proof, the notion of Theorem is…
Descriptors: Mathematics Instruction, Mathematical Logic, Validity, Geometry
Wong, Wing-Kwong; Yin, Sheng-Kai; Yang, Hsi-Hsun; Cheng, Ying-Hao – Educational Technology & Society, 2011
Geometry theorem proving involves skills that are difficult to learn. Instead of working with abstract and complicated representations, students might start with concrete, graphical representations. A proof tree is a graphical representation of a formal proof, with each node representing a proposition or given conditions. A computer-assisted…
Descriptors: Foreign Countries, Geometry, Mathematical Logic, Validity
Watson, Jane; Wright, Suzie – Australian Mathematics Teacher, 2008
This article explores the issues associated with developing ideas of informal inference and introduces the software package, TinkerPlots, as a tool to facilitate this development. The activities suggested in this article are intended for use with middle and secondary students (grades 6 to 10). The data and suggestions presented have arisen mainly…
Descriptors: Middle School Students, Middle School Teachers, Inferences, Foreign Countries

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