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Sullivan, Peter; Holmes, Marilyn; Ingram, Naomi; Linsell, Chris; Livy, Sharyn; McCormack, Melody – Mathematics Education Research Group of Australasia, 2016
The following outlines the rationale and structure of a professional learning initiative that seeks to explore teachers' ways of engaging students more actively in building mathematical connections for themselves. An example of one of the suggested experiences is presented.
Descriptors: Mathematics Instruction, Educational Innovation, Foreign Countries, Sequential Learning
Gould, Peter – Mathematics Education Research Group of Australasia, 2016
Learning the sequence of number words in English up to 30 is not a simple process. In NSW government schools taking part in "Early Action for Success," over 800 students in each of the first 3 years of school were assessed every 5 weeks over the school year to determine the highest correct oral count they could produce. Rather than…
Descriptors: Numbers, Sequential Learning, Mathematics Instruction, Kindergarten
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McMartin, Kimberley; McMaster, Heather – Australian Primary Mathematics Classroom, 2016
As an alternative to looking solely at linear functions, a three-lesson learning progression developed for Year 6 students that incorporates triangular numbers to develop children's algebraic thinking is described and evaluated.
Descriptors: Elementary School Mathematics, Elementary School Students, Mathematics Instruction, Number Concepts
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Hilton, Annette; Hilton, Geoff; Dole, Shelley; Goos, Merrilyn – Australian Primary Mathematics Classroom, 2015
Find out how to use photographic images to support the conceptual development of proportional thinking. This paper provides insight into a sequenced activity that promotes student engagement and makes links to familiar and unfamiliar contexts.
Descriptors: Visual Aids, Photography, Concept Formation, Mathematical Concepts
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Roche, Anne; Clarke, Doug; Sullivan, Peter; Cheeseman, Jill – Australian Primary Mathematics Classroom, 2013
This article promotes the use of mathematically appropriate, engaging and challenging tasks to support learning that is worthwhile. The authors share insights from a three-lesson design experiment and the three tasks along with the results from their implementation are explored.
Descriptors: Academic Persistence, Educational Strategies, Learner Engagement, Mathematics Instruction