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Links to Organisations Featured Website: Personal Finance Education Group Do you have a favourite numeracy or maths site to recommend to colleagues?
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Peter Ransom, BSc, FIMA
Currently Director of Mathematical Studies at The Mountbatten School, Romsey - a mixed comprehensive of c.1450 students aged 11-16. I have been teaching 11-18 year olds since 1977 with a 4 year break, working with SMP in the early ‘90s. Also I am actively involved with the professional associations: the MA, ATM, NCETM, BSHM, LMS and IMA I have attended many national conferences and the last 6 ICMEs, giving sessions at all of them. I write and have written mathematical materials for many publishers. Editor of MA News, History and Pedagogy of Mathematics Newsletter for a number of years Author of A Dozen Dials and co-author of Mathematical Tradition in the North of England Leader of the sundials case study on the Bowland Maths DVD Keen interest in involving history and cross-curriculum aspects in mathematics lessons to inspire and enthuse the use and application in the creative aspect of mathematics. Involved in the development of hand-held technology and will be starting up as a freelance mathematics consultant from 1 September this year. Yo Ho Ho-ratio: some mathematics of Trafalgar This is presented by Able Seaman Ransom of HMS Pickle (the ship that brought the news of Trafalgar back to Britain) in 1805 seaman’s dress. After looking at the risks Nelson took we look at the mathematics of cannon balls and demonstrate their destructive power. 200 year old cannon balls are used. Probability using crown and anchor dice may be used, together with some other seamen’s dice games. We finish off by showing how an old piece of navigational instrumentation (parallel rulers) can be made and used. There will be a free CD ROMs of all the materials (and much more) for those present and a taste of ships biscuits. ÚÚÚ Lauren Archer is the Communications officer for the Consumer education team at the Office of Fair Trading. She works on the development and publicity of Skilled to go and is a qualified primary school teacher. Workshop notesSkilled to go is a free online learning toolkit which helps to develop transferable consumer skills, knowledge and confidence. It uses everyday consumer situations, such as choosing a mobile phone, as contexts for learning numeracy and literacy. This workshop will provide teachers with: - an introduction to Skilled to go - what exists now and what's coming soon - guidance on how the fully authorable learning resources can be accessed - suggestions for how the toolkit can be used; and - opportunities for hands-on exploration of the activities. ÚÚÚ
ÚÚÚ Dr Jennifer Piggott BSc, BA, PGCE, PG dip, MSc, MA, EdD Jenny aims to share her passion for mathematics, teaching mathematics, and learning mathematics. She hopes what she has to offer will help to widen participation in the subject at all levels through encouraging inquisitiveness, sharing passions and fostering enjoyment. She remains an ardent supporter of NRICH which she believes can make a significant contribution to mathematics education for all pupils, including the most able, by making its wealth of free resources meaningful and easily accessible to teachers in what are very demanding times. Session 1 Becoming better mathematical collaboratorsContent at Entry level to Level 1 (ish) There is a great deal of research which supports the view that working collaboratively, sharing mathematics, and listening to and helping others can improve performance in, as well as attitudes to, mathematics. However, learners need practice at working collaboratively and diving into group tasks without first developing some of the necessary skills to support such activities (for learners and teachers) can be both daunting and difficult. In the session we will work in small groups on mathematical tasks that develop team working and collaboration skills, discuss the implications for our roles as teachers and the potential benefits for out learners The session will focus on group working and collaboration. In May 2010 the theme on the NRICH website was Group-worthy tasks. NB There are two sessions with this name but using tasks at different mathematical content levels. You might like to come to one or both of the sessions. Session 2 Becoming better mathematical collaboratorsContent at Level 2 to level 3 (ish) There is a great deal of research which supports the view that working collaboratively, sharing mathematics, and listening to and helping others can improve performance in, as well as attitudes to, mathematics. However, learners need practice at working collaboratively and diving into group tasks without first developing some of the necessary skills to support such activities (for learners and teachers) can be both daunting and difficult. In the session we will work in small groups on mathematical tasks that develop team working and collaboration skills, discuss the implications for our roles as teachers and the potential benefits for out learners NB There are two sessions with this name but using tasks at different mathematical content levels. You might like to come to one or both of the sessions. ÚÚÚ Liz Peet
has worked in Further Education colleges for 30+ years,
first in London and then in Suffolk. She has taught A level Mathematics, GCSE
Mathematics, mathematics units for BTEC and H E Access courses, Adult Numeracy,
Key Skills Application of Number. In 2001 she became a Key Skills Support
Programme (KSSP) trainer across all 6 key skills, but specialising in
Application of Number and was co-author of the FEDA publication “Key Skills in A
level Mathematics”. From 2001 – 2006 she was the Key Skills coordinator for her
college and also a Key Skills visiting standards moderator for an awarding body.
From 2002 – 2006 she was part of the county (PDC) team that developed and taught
the level 4 Adult Numeracy subject specialists courses and the Level 3 Adult
Numeracy subject support courses. In 2006 she became Head of the Sixth Form
Academy at an FE college. Workshop – Supporting the Development of
Functionality in Mathematics |