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Thompson, Ian – Mathematics Teaching, 2012
Ofsted was asked to provide evidence of effective practice in the teaching of early arithmetic, its report entitled; "Good practice in primary mathematics: evidence from 20 successful schools," was published in November 2011. Did this report pass you by? Unfortunately, as with many other reports not blessed with a "high…
Descriptors: Teaching Methods, Mathematics Instruction, Elementary School Mathematics, Evidence
Griffiths, Martin – Mathematics Teaching, 2010
In "MT218" the author looked at the possibility of basing a classroom activity on a simple, though not totally transparent, number-theoretic result. In this article he considers another relatively straightforward idea from number theory that could be used either as a lesson starter or as the basis of a more substantial task, requiring students to…
Descriptors: Mathematics Education, Number Concepts, Problem Solving, Task Analysis
McIntosh, Alistair – Mathematics Teaching, 1980
More mental computation and organized and enjoyable activities to practice such skills are advocated. Suggestions for brief sessions involving challenging questions and quick recall of number facts are presented. The author presents and comments on several sample lessons designed for a wide range of student abilities. (MP)
Descriptors: Algorithms, Computation, Elementary School Mathematics, Elementary Secondary Education
Maier, Eugene – Mathematics Teaching, 1980
An example of an unrealistic "real world" problem from the National Assessment of Educational Progress highlights a comparison of school and "folk" mathematics. The failures of typical problems taught in school and some suggested remedies are featured. (MP) Aspect of National Assessment (NAEP) dealt with in this document:…
Descriptors: Curriculum Development, Elementary Secondary Education, Mathematical Applications, Mathematics Curriculum
New, Rachel – Mathematics Teaching, 2003
In preparing to teach speed to a Y10 intermediate class in a multicultural secondary modern, the author was aware of the difficulty in getting students not only to follow a complex logical argument, but also to be able to reproduce it in a variety of different problem situations. Normally one would set out the working out of the problem as a…
Descriptors: Geometric Concepts, Discussion (Teaching Technique), Multiple Intelligences, Logical Thinking

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