Mathematics: Teaching School Subjects 11-19

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This accessible and thought-provoking book considers what beginning teachers need to know about learning, teaching, assessment, curriculum and professional development, in the context of teaching mathematics to eleven to nineteen year olds. It is part of a new series of books that has as its starting point the fact that PGCE students are already subject specialists. The authors show how mathematics teachers can communicate their own enthusiasm for the subject and inspire their pupils to learn and enjoy learning. They provide practical advice which will help teachers and student teachers to:

  • plan, organize, manage and assess classroom work
  • make decisions about the content, ordering and level of difficulty of lessons
  • make sense of new subject material and how it contributes to wider educational aims
  • develop professionally by developing the subject as a whole.

This is a comprehensive introduction to teaching mathematics in the secondary school which will be invaluable to teachers beginning their careers and those who are training to be mathematics teachers.

Author(s): Candia Morgan, Clare Tikly, Anne Watson
Publisher: Routledge
Year: 2004

Language: English
Pages: 248

Book Cover......Page 1
Title......Page 4
Contents......Page 5
List of illustrations......Page 7
Preface......Page 9
List of abbreviations......Page 11
Introduction......Page 12
Framing the subject......Page 18
Why teach mathematics? Why learn mathematics?......Page 20
From university to school mathematics......Page 36
Making sense of school mathematics......Page 59
Learning and teaching mathematics......Page 80
Understanding learning......Page 82
Themes in mathematics lessons: emotion and power......Page 105
More themes in mathematics lessons: usefulness, sense and learning......Page 122
Why assess and what to assess......Page 143
Professional values and practice......Page 172
Mathematics for all......Page 174
Teachers and mathematics curriculum development......Page 197
Looking forward: aspects of professional development for mathematics teachers......Page 215
Notes......Page 234
References......Page 236
Index......Page 241