What makes for successful numeracy education in remote Indigenous contexts: an ethnographic case study approach. There are many successful teachers and schools who have enabled remote Indigenous learners to engage with, and learn, school mathematics. But what do they do? How do they do it? This project investigates and documents successful practices in 32 schools located in remote communities. The project includes the many aspects of teaching practice.
Social and geographical location and its impact on mathematics teaching and learning. Too many students from poor urban backgrounds or from rural communities are at risk of underperforming in school mathematics. This project identifies the critical factors that contribute to this failure and seeks to develop improved practices to enable greater access to school mathematics.
Equity and spatial reasoning in students’ mathematics development. The project aims to understand the influence of Spatial-Reasoning on school mathematics. Spatial-Reasoning skills are a significant predictor of achievement in mathematics, and will become increasingly necessary in digital and dynamic environments. Opportunities for disadvantaged students to develop such reasoning skills are limited; they are typically not taught in schools. The project investigates the role and nature of Spatial ....Equity and spatial reasoning in students’ mathematics development. The project aims to understand the influence of Spatial-Reasoning on school mathematics. Spatial-Reasoning skills are a significant predictor of achievement in mathematics, and will become increasingly necessary in digital and dynamic environments. Opportunities for disadvantaged students to develop such reasoning skills are limited; they are typically not taught in schools. The project investigates the role and nature of Spatial-Reasoning in students’ mathematics development; and substantiates the long-term effect of a spatial learning programme on educationally disadvantaged students’ mathematics performance and reasoning. This project is expected to improve disadvantaged students’ spatial reasoning and mathematics skills and their life opportunities.Read moreRead less
Processing mathematics tasks: the nature and role of visual and non-visual reasoning in digital and non-digital environments. Within the next four years, it is likely that the National Assessment Plan for Literacy and Numeracy (NAPLAN) will be administered in a digital mode. This project identifies differences between the delivery of mathematics assessment in pencil-and-paper and computer-based modes. Primary students' mathematics reasoning is compared across these modes and to cohorts from Sing ....Processing mathematics tasks: the nature and role of visual and non-visual reasoning in digital and non-digital environments. Within the next four years, it is likely that the National Assessment Plan for Literacy and Numeracy (NAPLAN) will be administered in a digital mode. This project identifies differences between the delivery of mathematics assessment in pencil-and-paper and computer-based modes. Primary students' mathematics reasoning is compared across these modes and to cohorts from Singapore.Read moreRead less
Processing dynamic graphics: Visuospatial reasoning in mathematics. Increasingly, mathematics competence will be measured in digital and dynamic contexts. Students who possess high visuospatial reasoning are expected to become even better equipped to succeed in science, technology, engineering and mathematics (STEM) related disciplines as technological advances shape how we interpret and decode information. This project explores those aspects of visuospatial reasoning critical for success when s ....Processing dynamic graphics: Visuospatial reasoning in mathematics. Increasingly, mathematics competence will be measured in digital and dynamic contexts. Students who possess high visuospatial reasoning are expected to become even better equipped to succeed in science, technology, engineering and mathematics (STEM) related disciplines as technological advances shape how we interpret and decode information. This project explores those aspects of visuospatial reasoning critical for success when students encounter dynamic mathematics tasks, and attempts to determine whether different forms of visuospatial reasoning are required to decode static and dynamic information. The project aims to better understand how students process mathematics tasks, so the inevitable move toward digital assessment can be managed effectively to promote assessment for learning.Read moreRead less
Spatial intervention: An enduring model to build mathematics achievement. Strong evidence links spatial skills with mathematics achievement but the reasons remain theoretical. The aim of this project is to empirically establish the mechanisms connecting spatial reasoning with mathematics performance, including longitudinal interventions to provide evidence for long-term impact. The project is significant given the heightened concern surrounding Australian students’ performance on national and in ....Spatial intervention: An enduring model to build mathematics achievement. Strong evidence links spatial skills with mathematics achievement but the reasons remain theoretical. The aim of this project is to empirically establish the mechanisms connecting spatial reasoning with mathematics performance, including longitudinal interventions to provide evidence for long-term impact. The project is significant given the heightened concern surrounding Australian students’ performance on national and international assessments. Expected outcomes are a detailed understanding of the ways enhanced spatial skills improve mathematics performance, and empirically tested intervention programs. Anticipated benefits include improved accessibility of mathematics education and sustained mathematics performance for all students.Read moreRead less
Developmental engineering education in the primary school. Primary school students will learn about engineers and how engineering shapes our society. Students will develop important design processes in solving authentic, engineering-based problems. Their learning in the increasingly important science, technology, engineering, and mathematics (STEM) area will be enhanced, providing a foundation for addressing the increasing skills shortage in engineering.