International audienceThis paper is based mainly on a planning meeting involving teachers and researchers before classroom sessions in a Norwegian school where 7-8-year-old children are working with concepts connected to geometrical shapes. During the planning meeting different conjectures were made about possible confusion that might occur concerning the names of the parts (elements) of a polygon (edges and vertices). Comparing these conjectures to what actually happened in the classroom, it turns out that the group of experienced teachers and teacher educators were not able to foresee all the nuances in the children’s sense and reference concerning concepts connected to polygons. The findings suggest that these concepts may be more challe...
Purpose: This study will find out student misconceptions about geometrical figures, particularly pol...
AbstractThere is a strong connection between 3-D and 2-D visualization of the geometrical shapes and...
Geometric reasoning requires the skills of representing and defining quadrilaterals. In this paper, ...
This paper is based mainly on a planning meeting involving teachers and researchers before classroom...
This paper is based on classroom observations from Norway with 7-8 years old children working on geo...
This paper describes an attempt to explore aspects of the language used in children’s written work i...
This paper reports sophistication levels in third grade children’s understanding of polygon concept ...
International audienceThis study provides an interpretation and categorisation of the knowledge mobi...
This research addresses elementary school prospective teachers’ education in geometry and takes plac...
The goal of this study was to characterise how third-grade primary school students understand the co...
This paper considers task design related to the geometrical understanding of a class of nine-and ten...
International audienceWe conducted a teaching experiment of ten lessons with third-grade students (9...
WOS: 000397581400005Purpose: This study will find out student misconceptions about geometrical figur...
summary:Geometric shapes are one of the first subjects in mathematics education during the early sta...
The purpose of the study is to investigate how teachers for grades 4 and 6 introduce geometric conce...
Purpose: This study will find out student misconceptions about geometrical figures, particularly pol...
AbstractThere is a strong connection between 3-D and 2-D visualization of the geometrical shapes and...
Geometric reasoning requires the skills of representing and defining quadrilaterals. In this paper, ...
This paper is based mainly on a planning meeting involving teachers and researchers before classroom...
This paper is based on classroom observations from Norway with 7-8 years old children working on geo...
This paper describes an attempt to explore aspects of the language used in children’s written work i...
This paper reports sophistication levels in third grade children’s understanding of polygon concept ...
International audienceThis study provides an interpretation and categorisation of the knowledge mobi...
This research addresses elementary school prospective teachers’ education in geometry and takes plac...
The goal of this study was to characterise how third-grade primary school students understand the co...
This paper considers task design related to the geometrical understanding of a class of nine-and ten...
International audienceWe conducted a teaching experiment of ten lessons with third-grade students (9...
WOS: 000397581400005Purpose: This study will find out student misconceptions about geometrical figur...
summary:Geometric shapes are one of the first subjects in mathematics education during the early sta...
The purpose of the study is to investigate how teachers for grades 4 and 6 introduce geometric conce...
Purpose: This study will find out student misconceptions about geometrical figures, particularly pol...
AbstractThere is a strong connection between 3-D and 2-D visualization of the geometrical shapes and...
Geometric reasoning requires the skills of representing and defining quadrilaterals. In this paper, ...