Branching out Has So Much to Offer
In 1989 there were thirty ATM branches nationally. In January 2012 there were just twelve ATM branches with another three "proposed". How can that happen? How did it happen? Maybe the most pertinent question is: Why did it happen? There is no single answer to the last question, but perhaps...
Saved in:
Published in | Mathematics Teaching no. 231; pp. 23 - 24 |
---|---|
Main Author | |
Format | Journal Article Trade Publication Article |
Language | English |
Published |
Derby
Association of Teachers of Mathematics
01.11.2012
The Association of Teachers of Mathematics |
Subjects | |
Online Access | Get full text |
ISSN | 0025-5785 |
Cover
Summary: | In 1989 there were thirty ATM branches nationally. In January 2012 there were just twelve ATM branches with another three "proposed". How can that happen? How did it happen? Maybe the most pertinent question is: Why did it happen? There is no single answer to the last question, but perhaps it was something to do with the changes that were sweeping through schools over the timescale. CPD in mathematics became accessible and, for the most part, was provided at "no cost" to schools. Teachers' lives became busier, and demands such as national testing encroached on "time outside the classroom". Today, however the CPD landscape is very different, accessibility is much reduced and cost is much increased. So, no surprise that many classroom teachers have little opportunity to appreciate what is going on "outside their own classroom", yet alone "outside their own school". Has the time come for subject associations to "fill the void"? |
---|---|
ISSN: | 0025-5785 |