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Perspectives On Numeracy: Reflections From International Assessments, Dave Tout, Iddo Gal
Perspectives On Numeracy: Reflections From International Assessments, Dave Tout, Iddo Gal
David (Dave) Tout
This paper examines perspectives regarding the mathematical skills expected of adults and school graduates, comparing ideas developed as part of two major multinational comparative assessments of skills: the Programme for International Student Assessment and the Programme for International Assessment of Adult Competencies (also known as the OECD Survey of Adult Skills). The paper reflects on the conceptual and assessment frameworks developed for these two programmes, aiming to shed light on the commonalities and differences between the constructs of numeracy and mathematical literacy and to inform current debate about directions for developing mathematical skills in the 21st Century.
An Ant's Eye View : Some Pluses And Minuses, Dave Tout
An Ant's Eye View : Some Pluses And Minuses, Dave Tout
David (Dave) Tout
This article provides a history of adult numeracy teaching, looking back at the rise and development if adult numeracy provision, mainly in Victoria, from the perspective of an ANT (adult numeracy teacher), beginning in the late 1970s. The author then describes what lies on the horizon, what lessons adult educators can learn, and what opportunities might lie ahead for adult numeracy in the next decade or so. The article contains an exposition on the benefits of explicitly recognising and supporting numeracy within the language, literacy and numeracy equation. The author argues that, given the Australian data from ALLS, there is …
Engaging Students To Make Mathematics Interesting, Fun, Intriguing, Puzzling And Personally Satisfying, Dave Tout
David (Dave) Tout
The author asserts that making connections with the real world is the best way to engage most students in the middle years of schooling and to potentially provide a mechanism for making mathematics interesting, fun and personally satisfying. Traditionally, in secondary school mathematics classrooms, teachers start by teaching the abstract mathematics skills and processes and then they find some possible applications afterwards. The author believes this should be the other way around.