Components of collective argumentation in geometric construction tasks

Author:

DEMİRAY Esra1ORCID,IŞIKSAL Mine2ORCID,SAYGI Elif3ORCID

Affiliation:

1. HACETTEPE ÜNİVERSİTESİ

2. MIDDLE EAST TECHNICAL UNIVERSITY

3. HACETTEPE UNIVERSITY

Abstract

This study aims to examine the components of collective argumentation of pre-service middle school mathematics teachers during geometric construction activities. To scrutinize this issue, case study research was utilized. The participants were 14 pre-service middle school mathematics teachers who worked collectively by forming four groups. During the data collection process, the groups worked on four geometric construction tasks by using compass-straightedge or GeoGebra. The findings presented that the collective argumentation processes were depicted by means of eleven components. In more detail, the six components of Toulmin’s argument model which are data, warrant, claim, backing, rebuttal, and qualifier were insufficient to represent collective argumentation. Instead of claim, the term conclusion was used in this study since the associated data and warrant were provided in the argumentation. The collective argumentation processes of the groups involved not only the mentioned six components but also the five additional components, which were named conclusion/data, target conclusion, guidance, challenger, and objection. The new components might be used while investigating the argumentation process in other disciplines.

Funder

Scientific and Technological Research Council of Türkiye

Publisher

Turkish Journal of Education

Subject

General Medicine

Reference46 articles.

1. Balacheff, N. (1999). Is argumentation an obstacle? Invitation to a debate. International Newsletter on the Teaching and Learning of Mathematical Proof. http://eric.ed.gov/PDFS/ED435644.pdf

2. Barabash, M. (2019). Dragging as a geometric construction tool: Continuity considerations inspired by students’ attempts. Digital Experiences in Mathematics Education, 5(2), 124-144. https://doi.org/10.1007/s40751-019-0050-2

3. Bench-Capon, T. J. M. (1998). Specification and implementation of Toulmin dialogue game. In J. C. Hage, T. Bench-Capon, A. Koers, C. de Vey Mestdagh, & C. Grutters (Eds.), Foundation for Legal Knowledge Based Systems (pp.5-20). Gerard Noodt Institut

4. Boero, P., Douek, N., Morselli, F., & Pedemonte, B. (2010). Argumentation and proof: A contribution to theoretical perspectives and their classroom implementation. In M. F. Pinto & T. F. Kawasaki (Eds.), Proceedings of the 34th Conference of the International Group for the Psychology of Mathematics Education (Vol. 1, pp. 179-204). Belo Horizonte

5. Brinkerhoff, J. A. (2007). Applying Toulmin's argumentation framework to explanations in a reform oriented mathematics class (Unpublished doctoral dissertation). Brigham Young University.

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