As part of the Reframing Mathematical Futures II Project on Mathematical Reasoning, algebraic reasoning was identified as one of the three areas to be investigated. This involved developing a hypothetical learning progression for algebra to inform the design of assessment tasks to test the progression. The assessment forms were then sent to trial schools and the data was analysed using Rasch analysis. This paper reports on the analysis of preliminary data received and outlines some implications for teaching
Algebraic thinking is a crucial and fundamental element of mathematical thinking and reasoning. It i...
The research described in this PhD thesis focuses on stimulating fifth-grade students’ algebraic rea...
“Mathematicians see generalising as lying at the very heart of mathematics” (Mason, Graham & Johnsto...
Curriculum documents make a clear distinction between algebraic skills and algebraic reasoning, wher...
The Australian Curriculum: Mathematics calls for the concurrent development of mathematical skills a...
This chapter traces the origins of the Reframing Mathematical Futures II (RMFII) research project be...
This chapter traces the origins of the Reframing Mathematical Futures II (RMFII) research project be...
Generalisation is a key feature of learning algebra, requiring all four proficiency strands of the A...
In the first years of schooling in mathematics, pupils at first learn arithmetic, followed by a tran...
As part of the Reframing Mathematical Futures II (RMFII) Project, Statistical Reasoningwas identifie...
2Developing teachers ’ attention to students ’ algebraic reasoning Research on the teaching and lear...
Mathematical proficiency is a key goal of the Australian Mathematics curriculum. However, internatio...
Mathematical modeling and algebraic reasoning are two important components of mathematics education....
International audienceThe purpose of this study was to investigate United States mathematics teacher...
This paper will report on the role of practitioners in a recent Australian study that developed empi...
Algebraic thinking is a crucial and fundamental element of mathematical thinking and reasoning. It i...
The research described in this PhD thesis focuses on stimulating fifth-grade students’ algebraic rea...
“Mathematicians see generalising as lying at the very heart of mathematics” (Mason, Graham & Johnsto...
Curriculum documents make a clear distinction between algebraic skills and algebraic reasoning, wher...
The Australian Curriculum: Mathematics calls for the concurrent development of mathematical skills a...
This chapter traces the origins of the Reframing Mathematical Futures II (RMFII) research project be...
This chapter traces the origins of the Reframing Mathematical Futures II (RMFII) research project be...
Generalisation is a key feature of learning algebra, requiring all four proficiency strands of the A...
In the first years of schooling in mathematics, pupils at first learn arithmetic, followed by a tran...
As part of the Reframing Mathematical Futures II (RMFII) Project, Statistical Reasoningwas identifie...
2Developing teachers ’ attention to students ’ algebraic reasoning Research on the teaching and lear...
Mathematical proficiency is a key goal of the Australian Mathematics curriculum. However, internatio...
Mathematical modeling and algebraic reasoning are two important components of mathematics education....
International audienceThe purpose of this study was to investigate United States mathematics teacher...
This paper will report on the role of practitioners in a recent Australian study that developed empi...
Algebraic thinking is a crucial and fundamental element of mathematical thinking and reasoning. It i...
The research described in this PhD thesis focuses on stimulating fifth-grade students’ algebraic rea...
“Mathematicians see generalising as lying at the very heart of mathematics” (Mason, Graham & Johnsto...