If learners in the classroom are to be excited about mathematics, teachers need to be both well informed and able to see how this can be translated into rich and stimulating classroom strategies. This book achieves these aims.
If learners in the classroom are to be excited about mathematics, teachers need to be both well informed and able to see how this can be translated into rich and stimulating classroom strategies. This book achieves these aims.
Part 1: The Mathematics Classroom 1. The Changing Primary Mathematics Classroom: The Challenge of the National Numeracy Strategy 2. Mathematics 11-16 3. Examining some Changes in Mathematics Post-16 4. Mathematics for Post-16 Vocational Courses Part 2: The Mathematics Curriculum 5. Aspects of School Mathematics and Mathematical Proof 6. Aspects of the Teaching and Learning of Arithmetic 7. Aspects of Generalisation and Algebra: Exploiting Children's Powers 8. Aspects of the Teaching and Learning of Geometry 9. Aspects of the Teaching and Learning of Probability and Randomness Part 3: Pedagogical Issues 10. Teaching for Understanding 11. Progression in Mathematics 12. Language Issues in Mathematics 13. Pupil Differentiation: Some Ideas for Mathematics Teachers 14. Developing Thinking in Mathematics 15. Mental Mathematics 16. Making the Most of Your Textbook 17. Minding Your Q's and R's: Effective Questioning and Responding in the Mathematics Classroom 18. Coursework and Assessment 19. Formative Assessment in Mathematics
Part 1: The Mathematics Classroom 1. The Changing Primary Mathematics Classroom: The Challenge of the National Numeracy Strategy 2. Mathematics 11-16 3. Examining some Changes in Mathematics Post-16 4. Mathematics for Post-16 Vocational Courses Part 2: The Mathematics Curriculum 5. Aspects of School Mathematics and Mathematical Proof 6. Aspects of the Teaching and Learning of Arithmetic 7. Aspects of Generalisation and Algebra: Exploiting Children's Powers 8. Aspects of the Teaching and Learning of Geometry 9. Aspects of the Teaching and Learning of Probability and Randomness Part 3: Pedagogical Issues 10. Teaching for Understanding 11. Progression in Mathematics 12. Language Issues in Mathematics 13. Pupil Differentiation: Some Ideas for Mathematics Teachers 14. Developing Thinking in Mathematics 15. Mental Mathematics 16. Making the Most of Your Textbook 17. Minding Your Q's and R's: Effective Questioning and Responding in the Mathematics Classroom 18. Coursework and Assessment 19. Formative Assessment in Mathematics
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