A government advisory panel has recommended the introduction of national literacy and numeracy checks in Year 1 as a way of identifying students who need additional support. Here we take a closer look at the report, including the benefits and challenges raised by teachers and principals.
The decision to move NAPLAN online provides an opportunity to place less emphasis on comparing the performances of schools and more emphasis on supporting student learning, according to Professor Geoff Masters AO.
The OECD Programme for International Student Assessment (PISA) in 2015 examined 15-year-old students' financial literacy skills. This infographic compares the main sources of income for students from Australia with the average from participating OECD countries.
In the final instalment of our series on the International Mathematical Modelling Challenge, Ross Turner outlines the mathematical modelling framework and provides some practical advice on approaching the ‘jet lag’ problem set for the 2017 challenge.
Introducing evidence-based programs and interventions is one strategy that can be used by schools to target specific improvements in student outcomes. For this principal, having ongoing support mechanisms for staff is a crucial part of the implementation process.
An international assessment of 15-year-old students' financial literacy includes data on their experiences, attitudes and behaviours, as well as their academic performance. Here are some of the findings from Australia.
In the second of three articles, we find out more about the International Mathematical Modeling Challenge (IMMC) and the participation of Australian schools.
Australia has performed equal fifth in an international assessment of young people’s financial literacy, according to a report from the Australian Council for Educational Research.
Students from two Australian schools have proved jet lag is no barrier when it comes to their problem solving skills after winning through to the finals of an international maths challenge.
Many students get the correct answers to mathematics tasks, even though their thinking is incorrect. Teachers need to be aware of the possible misconceptions their students may have.
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