This paper reports two prospective teachers\u27 and a mathematician\u27s ways of identifying similar triangle and hexagons through the analysis of routines, a characteristic of geometric discourse. The findings show that visual recognition was a common approach for the mathematician as wells as the two prospective teachers. However, when asked for justification, their routines of identifying similar polygons diverged. The paper also discusses the implication of classroom discourse practices to enhance prospective teachers\u27 communication and reasoning skills while learning geometric concepts such as similarity
Achievement in mathematics continues to be a crucial factor in the success of school systems around ...
International audienceThis paper examines what misconceptions about geometric similarity (GS) teache...
We aim to characterize how prospective teachers perform in defining and classifying quadrilaterals t...
This paper reports two prospective teachers\u27 and a mathematician\u27s ways of identifying similar...
This study investigates changes in prospective teachers’ levels of geometric thinking and the develo...
Proportional relationships and geometric similarity are two of the critical topics in school mathema...
Similarity and its related concepts are central components of geometry. It is an important spatial-...
This study investigates changes in prospective teachers ’ levels of geometric thinking and the devel...
In this article, we introduce Sfard\u27s discursive framework and use it to investigate prospective ...
The purpose of the study is to investigate how teachers for grades 4 and 6 introduce geometric conce...
[[abstract]]Case study and classroom observation were adopted in this study which described the peda...
This article describes how the idea of comparing Euclidean geometry with two non-Euclidean geometrie...
The importance of using multiple representations of a mathematical concept and connecting the repres...
This paper focuses on the aspects of ‘noticing expertise’ can be identified in the geometry lessons ...
Geometry, in particular Euclidean geometry, has been highlighted as a subject in mathematics that pr...
Achievement in mathematics continues to be a crucial factor in the success of school systems around ...
International audienceThis paper examines what misconceptions about geometric similarity (GS) teache...
We aim to characterize how prospective teachers perform in defining and classifying quadrilaterals t...
This paper reports two prospective teachers\u27 and a mathematician\u27s ways of identifying similar...
This study investigates changes in prospective teachers’ levels of geometric thinking and the develo...
Proportional relationships and geometric similarity are two of the critical topics in school mathema...
Similarity and its related concepts are central components of geometry. It is an important spatial-...
This study investigates changes in prospective teachers ’ levels of geometric thinking and the devel...
In this article, we introduce Sfard\u27s discursive framework and use it to investigate prospective ...
The purpose of the study is to investigate how teachers for grades 4 and 6 introduce geometric conce...
[[abstract]]Case study and classroom observation were adopted in this study which described the peda...
This article describes how the idea of comparing Euclidean geometry with two non-Euclidean geometrie...
The importance of using multiple representations of a mathematical concept and connecting the repres...
This paper focuses on the aspects of ‘noticing expertise’ can be identified in the geometry lessons ...
Geometry, in particular Euclidean geometry, has been highlighted as a subject in mathematics that pr...
Achievement in mathematics continues to be a crucial factor in the success of school systems around ...
International audienceThis paper examines what misconceptions about geometric similarity (GS) teache...
We aim to characterize how prospective teachers perform in defining and classifying quadrilaterals t...