Abstract

The purpose of this study is the investigation of the compatibility of model eliciting activities of secondary school teacher candidates with design principles. This study was conducted in the scope of Mathematical Modelling course with the students who were the secondary school mathematics teacher candidates. The participants of this case study were thirty-nine mathematics teacher candidates who worked in eight groups. The data of this study consisted of eight model eliciting activities which were created within the eight groups and their analysis. The activities created by the groups were analyzed by document analysis method in terms of design principles that were defined for model eliciting activities. It was concluded that the created model eliciting activities satisfied the construct share ability and reusability principle at minimum while they satisfied the reality principle at maximum. The effective prototype principle could not be determined. It can be ensured that the secondary school mathematics teacher candidates gain more experience by making more implementations related to model eliciting activities. The implementation of model eliciting activities in class can be effective in reducing the modelling deficiencies of secondary school mathematics teacher candidates.

Highlights

  • Mathematical modelling in mathematics education attracts the attention of researchers in recent years

  • BukovaGüzel and Uğurel (2010) express mathematical modelling as a method that represents the research of the solution by conveying the problem situations existing or fictionalized in areas other than the world of mathematics in the language of mathematics and with mathematical knowledge and approaches

  • The analyses of the modelling eliciting activities (MEAs) related to the principles

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Summary

Introduction

Mathematical modelling in mathematics education attracts the attention of researchers in recent years (eg. Kertil, 2008; Tural-Sönmez, 2017). The revelation of the relations between mathematics and real world by mathematical modelling (Kaiser & Schwarz, 2006; Tural-Sönmez, 2019), the help of it in gaining the skills needed to solve the real life problems that students encounter in internationally comparative exams and their future professional life (English, 2006) and being an interdisciplinary subject covering many areas (Cheng, 2001) can be mentioned within the reasons behind this attention. BukovaGüzel and Uğurel (2010) express mathematical modelling as a method that represents the research of the solution by conveying the problem situations existing or fictionalized in areas other than the world of mathematics (physics, biology, sociology, politics, art, entertainment, etc.) in the language of mathematics and with mathematical knowledge and approaches. When the studies on mathematical modelling are examined, it is in mathematics education; it is seen that modelling has been used in various fields such as mathematics, physics, chemistry, biology and engineering (Hıdıroğlu & Bukova-Güzel, 2013)

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