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Full-Text Articles in Education
Supporting The Quality Of Digital Learning: Project Brief, Abha Bhagat
Supporting The Quality Of Digital Learning: Project Brief, Abha Bhagat
ACER India
Khan Academy introduced the Science Essentials Course to build a strong foundation in fundamental concepts among learners using deep conceptual videos. The course consists of learning videos and exercises - the videos help strengthen conceptual understanding for students, while the element of focused practice allows learners to retrieve concepts learnt, make mistakes, receive feedback, and in the process, master skills. The Australian Council for Educational Research (India) reviewed a sample of videos and exercises in physics, chemistry, and biology of the Science Essentials Course for students in grades 11 and 12.
A Model For How Students Choose Or Reject Subjects At School And What It Means For Science, Tracey-Ann Palmer
A Model For How Students Choose Or Reject Subjects At School And What It Means For Science, Tracey-Ann Palmer
2009 - 2019 ACER Research Conferences
There has been concern expressed by educators, researchers and policymakers that too few students are choosing science in their final years of school. Science study at school has been linked to the supply of a scientifically skilled and literate workforce necessary for Australia’s prosperity into the 21st century. This study breaks new ground in exploring how students choose subjects for their final years of school and applying this to the choice of science. Specific strategies are suggested to encourage students to continue studying science at the time subjects are chosen.
Mathematical Modelling: A Guidebook For Teachers And Teams, Peter Galbraith, Derek Holton
Mathematical Modelling: A Guidebook For Teachers And Teams, Peter Galbraith, Derek Holton
Mathematics
This document aims to provide teachers with material that will enable them to prepare students to develop skills of mathematical modelling. Mathematical modelling is a process in which real-life situations and relations in these situations are expressed by using mathematics. Included in this publication are junior modelling problems for upper primary, junior or middle secondary levels; intermediate modelling problems for junior or middle secondary levels; and senior modelling problems for middle or senior secondary levels. A specific purpose of this material is to provide additional support to assist teachers and schools in choosing and mentoring student teams to participate in …