Research continues to illustrate the important role of covariational and quantitative reasoning in the context of function and graphing. The same body of literature has emphasized that students and teachers often construct meanings for function and graphing that do not foreground these reasoning processes. In order to gain deeper insights into such meanings, we conducted clinical interviews with ten pre-service secondary teachers. In the present work, we illustrate the construct of shape thinking in relation to their graphing activity during the clinical interviews. We draw particular attention to the implications of shape thinking, including constraints generated by meanings rooted in such thinking, when confronted with noncanonical situations. [For the complete proceedings, see ED584443.]
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Details
Title
Pre-Service Teachers' Meanings and Non-Canonical Graphs
Creators
Kevin C Moore - University of Georgia
David R. Liss - University of Georgia
Jason Silverman - Drexel University
Teo Paoletti - University of Georgia
Kevin R LaForest - University of Georgia
Stacy Musgrave - University of Georgia
Publication Details
North American Chapter of the International Group for the Psychology of Mathematics Education, pp.441-448
Conference
North American Chapter of the International Group for the Psychology of Mathematics Education, 35th (Chicago, Illinois, United States, 14 Nov 2013–17 Nov 2013)
Publisher
North American Chapter of the International Group for the Psychology of Mathematics Education
Number of pages
8
Resource Type
Conference paper
Language
English
Academic Unit
School of Education
Identifiers
991021893694004721
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