A problem-solving process using the Theory of Didactical Situations: 500 lockers problem

The main focus of this study was to examine the mathematical thinking skills of the undergraduates in an adidactical situation. Didactical Situations Theory was adopted to explain and determine the complexity of students’ mathematical thinking. The current case study was conducted with 16 volunteers...

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Main Authors: Şahin Danişman, Mustafa Güler Trabzon University
Format: Article
Language:English
Published: University of Belgrade, Teacher Education Faculty 2019-05-01
Series:Inovacije u Nastavi
Subjects:
Online Access:http://www.inovacijeunastavi.rs/en/32-1-8en/
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spelling doaj-824667d32e51464b9ea9436cbe88de1a2020-11-25T01:55:01ZengUniversity of Belgrade, Teacher Education FacultyInovacije u Nastavi0352-23342335-08062019-05-01321105116A problem-solving process using the Theory of Didactical Situations: 500 lockers problemŞahin Danişman0Mustafa Güler Trabzon University1Faculty of Education, TurkeyFatih Faculty of Education, TurkeyThe main focus of this study was to examine the mathematical thinking skills of the undergraduates in an adidactical situation. Didactical Situations Theory was adopted to explain and determine the complexity of students’ mathematical thinking. The current case study was conducted with 16 volunteers, pre-service primary school teachers of mathematics and a task called “500 lockers” was used to challenge their reasoning process. The data obtained through observation and student works were analyzed deductively and according to the five stages of adidactical learning described by Brousseau (2002). One of the main results of the study is that the designed learning environment with the given problem context provoked participants to make conjectures and provided them with an opportunity to defend their own hypotheses. Consequently, the implementation of the problem resulted in invaluable reflections enhancing participants’ mathematical thinking. http://www.inovacijeunastavi.rs/en/32-1-8en/Didactical situationsadidactical learning settingproblem solving500 lockers problem
collection DOAJ
language English
format Article
sources DOAJ
author Şahin Danişman
Mustafa Güler Trabzon University
spellingShingle Şahin Danişman
Mustafa Güler Trabzon University
A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
Inovacije u Nastavi
Didactical situations
adidactical learning setting
problem solving
500 lockers problem
author_facet Şahin Danişman
Mustafa Güler Trabzon University
author_sort Şahin Danişman
title A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
title_short A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
title_full A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
title_fullStr A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
title_full_unstemmed A problem-solving process using the Theory of Didactical Situations: 500 lockers problem
title_sort problem-solving process using the theory of didactical situations: 500 lockers problem
publisher University of Belgrade, Teacher Education Faculty
series Inovacije u Nastavi
issn 0352-2334
2335-0806
publishDate 2019-05-01
description The main focus of this study was to examine the mathematical thinking skills of the undergraduates in an adidactical situation. Didactical Situations Theory was adopted to explain and determine the complexity of students’ mathematical thinking. The current case study was conducted with 16 volunteers, pre-service primary school teachers of mathematics and a task called “500 lockers” was used to challenge their reasoning process. The data obtained through observation and student works were analyzed deductively and according to the five stages of adidactical learning described by Brousseau (2002). One of the main results of the study is that the designed learning environment with the given problem context provoked participants to make conjectures and provided them with an opportunity to defend their own hypotheses. Consequently, the implementation of the problem resulted in invaluable reflections enhancing participants’ mathematical thinking.
topic Didactical situations
adidactical learning setting
problem solving
500 lockers problem
url http://www.inovacijeunastavi.rs/en/32-1-8en/
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