Multiplicative thinking is a key aspect of primary and middle school mathematics and is considered to be a predictor of students’ capacity to progress beyond basic mathematical learning. It is characterised by a complex set of connecting ideas about which teachers need to have a broad and deep understanding. The study on which this symposium is based began in 2014 in Western Australia. It has involved over 1900 primary school students of ages 9 to 11 years, approximately 120 teachers, and 16 schools. This symposium presents an overview of the project and then focuses on the New Zealand phase of the project. Assessment of students’ multiplicative thinking in the form of a written quiz and semi-structured interviews enabled teachers and resea...
Multiplicative thinking is widely accepted as a critically important ‘big idea’ of mathematics that ...
Access to multiplicative thinking has been identified as the single, most important reason for the e...
The development of multiplicative thinking determines largely the extent of the mathematics that a p...
The shift from additive to multiplicative thinking is challenging for students. A professional learn...
As part of the Reframing Mathematical Futures national project four WA secondary schools embarked on...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
The development of multiplicative thinking determines largely the extent of the mathematics that a p...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
Multiplicative thinking is a \u27big idea\u27 of mathematics that underpins much of the mathematics ...
Given the right learning environment primary aged children can and do develop the capacity to think ...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
A journey into multiplicative thinking by three teachers in a primary school is reported. A descript...
Multiplicative thinking is a \u27big idea\u27 of mathematics that underpins much of the mathematics ...
Multiplicative thinking cannot be generalised in any simple way from additive thinking. This would n...
Secondary school students ’ use of multiplicative strategies in an exploratory New Zealand Numeracy ...
Multiplicative thinking is widely accepted as a critically important ‘big idea’ of mathematics that ...
Access to multiplicative thinking has been identified as the single, most important reason for the e...
The development of multiplicative thinking determines largely the extent of the mathematics that a p...
The shift from additive to multiplicative thinking is challenging for students. A professional learn...
As part of the Reframing Mathematical Futures national project four WA secondary schools embarked on...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
The development of multiplicative thinking determines largely the extent of the mathematics that a p...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
Multiplicative thinking is a \u27big idea\u27 of mathematics that underpins much of the mathematics ...
Given the right learning environment primary aged children can and do develop the capacity to think ...
Multiplicative thinking is a ‘big idea’ of mathematics that underpins much of the mathematics learne...
A journey into multiplicative thinking by three teachers in a primary school is reported. A descript...
Multiplicative thinking is a \u27big idea\u27 of mathematics that underpins much of the mathematics ...
Multiplicative thinking cannot be generalised in any simple way from additive thinking. This would n...
Secondary school students ’ use of multiplicative strategies in an exploratory New Zealand Numeracy ...
Multiplicative thinking is widely accepted as a critically important ‘big idea’ of mathematics that ...
Access to multiplicative thinking has been identified as the single, most important reason for the e...
The development of multiplicative thinking determines largely the extent of the mathematics that a p...