Modeling as a bridge between real world problems and school mathematics


Autoria(s): Mousoulides, Nicholas G.; English, Lyn D.
Contribuinte(s)

Cho, Sung Je

Data(s)

2012

Resumo

This article argues for an interdisciplinary approach to mathematical problem solving at the elementary school, one that draws upon the engineering domain. A modeling approach, using engineering model eliciting activities, might provide a rich source of meaningful situations that capitalize on and extend students’ existing mathematical learning. The study reports on the developments of 48 twelve-year old students who worked on the Bridge Design activity. Results revealed that young students, even before formal instruction, have the capacity to deal with complex interdisciplinary problems. A number of students created quite appropriate models by developing the necessary mathematical constructs to solve the problem. Students’ difficulties in mathematizing the problem, and in revising and documenting their models are presented and analysed, followed by a discussion on the appropriateness of a modeling approach as a means for introducing complex problems to elementary school students.

Formato

application/pdf

Identificador

http://eprints.qut.edu.au/57754/

Relação

http://eprints.qut.edu.au/57754/1/57754A.pdf

http://www.icme12.org/

Mousoulides, Nicholas G. & English, Lyn D. (2012) Modeling as a bridge between real world problems and school mathematics. In Cho, Sung Je (Ed.) 12th International Congress on Mathematical Education (ICME-12), 8-15 July 2012, COEX, Seoul, Korea.

Direitos

Copyright 2012 Please consult the authors.

Fonte

School of Curriculum; Faculty of Education

Palavras-Chave #130212 Science Technology and Engineering Curriculum and Pedagogy #Modeling #interdisciplinary problems #engineering model eliciting activities #complex problem solving
Tipo

Conference Paper