International audienceThis paper presents the diagrammatic activity of some secondary school students exploring motion through graphing technology, which captures a pair of space-time graphs on a single Cartesian plane. Focus is on a written task about the connections between two imaginary movements and (between) the corresponding graphs. Drawing on a vision that conceives mathematical thinking as a place of events instead of objects, we discuss three unexpected diagrams for how they bring forth inventive and speculative possibilities for learners to encounter and problematize spatio-temporal relationships, rather than seeing them as ways of being mistaken
This paper explores the value of employing multiple modalities to facilitate science learning with t...
In this paper, we present planning for a learning trajectory to teach a graph theory rule, specifica...
Using mathematical concepts to describe physical phenomena lies at the heart of physics. Literature ...
The PhD study described in this thesis focuses on stimulating fifth-grade students’ reasoning with m...
In this paper we report an analysis of a teaching sequence in which Grade 11 students were asked to ...
This paper focuses on the cognitive processes that occur while students are exploring motion graphs....
Making connections between variables and proficiently constructing graphical representations is key ...
The teaching and learning of functions has generally been considered a problematic area of school ma...
In this paper we report an analysis of a teaching sequence in which Grade 11 students were asked to ...
Reasoning about graphical representations representing dynamic data (e.g., distance changing over ti...
This paper explores children's efforts to make sense of graphs by analyzing two students '...
In this short paper, our focus is on how secondary school students work with diagrams during proving...
This paper explores the value of employing multiple modalities to facilitate science learning with t...
In mathematics, sciences and economics, understanding and working with graphs are important skills. ...
Graphs of real-time esperiments are useful tools in science education; their intrinsic features allo...
This paper explores the value of employing multiple modalities to facilitate science learning with t...
In this paper, we present planning for a learning trajectory to teach a graph theory rule, specifica...
Using mathematical concepts to describe physical phenomena lies at the heart of physics. Literature ...
The PhD study described in this thesis focuses on stimulating fifth-grade students’ reasoning with m...
In this paper we report an analysis of a teaching sequence in which Grade 11 students were asked to ...
This paper focuses on the cognitive processes that occur while students are exploring motion graphs....
Making connections between variables and proficiently constructing graphical representations is key ...
The teaching and learning of functions has generally been considered a problematic area of school ma...
In this paper we report an analysis of a teaching sequence in which Grade 11 students were asked to ...
Reasoning about graphical representations representing dynamic data (e.g., distance changing over ti...
This paper explores children's efforts to make sense of graphs by analyzing two students '...
In this short paper, our focus is on how secondary school students work with diagrams during proving...
This paper explores the value of employing multiple modalities to facilitate science learning with t...
In mathematics, sciences and economics, understanding and working with graphs are important skills. ...
Graphs of real-time esperiments are useful tools in science education; their intrinsic features allo...
This paper explores the value of employing multiple modalities to facilitate science learning with t...
In this paper, we present planning for a learning trajectory to teach a graph theory rule, specifica...
Using mathematical concepts to describe physical phenomena lies at the heart of physics. Literature ...