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Mathematics Teaching 196 - May 2006

Mathematics Teaching 196 - May 2006

Mathematics Teaching is the journal of the Association of Teachers of Mathematics. It is a professional journal sent to all members of the Association. It is not a refereed journal. Submissions are reviewed by the editorial team. Many articles have additional information or associated files placed on the journal website. To make your views known go to the ATM forum add your views, ideas and comments.

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MT196 Contents

Mathematics Teaching 196

Learning To Teach - Gill's Story - Gill Hatch with Tim Rowland

Gill Hatch was a very fine mathematician. Indeed, following her undergraduate studies in Cambridge in the late 1950s, she was one of the elite who went on to the notoriously difficult Part 111 of the Mathematical Tripos.

Mathematics Teaching 196

Some Thoughts On Being In Front - Alf Coles and Barry Orr

Alf and Barry reflect on what it looked like when Alf taught a year 7 lesson.

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Mathematics Teaching 196

A New Look at a Polya Problem - Frances Lopez-Real

Frances brings a dynamic geometry perspective to the 'square-triangle' problem from George Polya's How to Solve It.

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Mathematics Teaching 196

Let's Get The Show On The Road - Adrian Oldknow

With an eye to the ATM/MA roadshows, Adrian presents a selection from the new crop of free mathematics ICT resources.

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Mathematics Teaching 196

The Revisions of the Primary Strategies - ATM

An edited version of the letter sent to the National Strategy by the ATM Curriculum Group in January 2006 appears and Tim Coulson outlines some advantages of their renewal.

Mathematics Teaching 196

Looking Back in Problem Solving - Jinfa Cai and Michael Brook

Often, after students solve a problem, they believe they have accomplished their mission and stop further exploration.

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Mathematics Teaching 196

Working With Year 6 - Peter Hall

Peter describes three outreach projects with which his mathematics and computing specialist school is involved.

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Mathematics Teaching 196

No Problem with Problem Solving - Jon Kurta

Teachers I have worked with have been enthusiastic about having a resource that provides structured support.

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Mathematics Teaching 196

Just tell us the rule - Mika Munakata

Students who learn mathematics with understanding realise that mathematics involves much more than finding the correct solution.

Mathematics Teaching 196

Surreal mathematics - Derek Ball

Does pedagogy of the surreal have a place in our schools, nurseries and play groups - and, in particular, does it have a place in the learning of mathematics?

Mathematics Teaching 196

Pace? - Aaron King

I have relaxed and taken more time to listen to children’s answers and in the process find out what it is that they are misunderstanding.

Mathematics Teaching 196

The Education Show 2006 - Diana Cobden

So what was new for primary teachers with an interest in mathematics?

Mathematics Teaching 196

ATM and the revision of the Primary National Strategy

ATM is not alone in being alarmed. We request that the strategy listens to their consultants, teachers and teacher trainers.

Mathematics Teaching 196

Reflections - Margaret Jones

I have been lucky enough to teach all phases – nursery, primary, secondary and at degree level – and have had many non-standard experiences within my career.

Mathematics Teaching 196

Professional Officer's Update - David Cowley

When I taught mathematics in school I was unaware of the width of the spectrum of people involved in supporting mathematics education.

Mathematics Teaching 196

4 Correlation Street - Jonny Griffiths

It is a truth universally acknowledged that a man in possession of a good calculator must be in want of a sum.

Mathematics Teaching 196

News from ATM

Mindboggling and culturally diverse, ranging from Postman Pat to an Indian dance.

Mathematics Teaching 196

Hod-lines

There is no suggestion that these numbers come with any margin of error or that there might be anything suspect in the process that produces them.

Mathematics Teaching 196

Puzzle Page

Given a polyomino, can you always rearrange the squares to produce a polyomino with the same area and perimeter and with rotational symmetry?

Paul Stephenson's solution to 'Where did it all really start?'

Association of Teachers of Mathematics

Journal

The early-years, primary, secondary and higher
publication for learning and teaching of mathematics