The really useful maths book : a guide to interactive teaching /
Saved in:
Author / Creator: | Brown, Tony, 1946- |
---|---|
Edition: | Second edition. |
Imprint: | Abingdon, Oxon ; New York : Routledge, 2014 |
Description: | xiii, 311 page : illustration ; 30 cm. |
Language: | English |
Series: | The really useful series Really useful series. |
Subject: | |
Format: | Print Book |
URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/10041497 |
Table of Contents:
- Introduction
- Part 1. Mathematical Activities and Teaching Strategies
- N. Numbers and the number system
- 1. Counting and counting out
- 2. Saying and making numbers
- 3. Arabic and other number systems
- 4. Working with grids
- 5. Working with target boards
- 6. Working with sets
- 7. Working with square numbers
- 8. Exploring algebra
- 9. Taking ideas from 'floor to head'
- O. Operations and Calculations
- 1. Number lines
- 2. The story of 24
- 3. Arithmetic operations
- 4. Arithmogons
- 5. Teaching Multiplication tables
- 6. Divisibility rules
- S. Shape and space
- 1. Visualisation techniques and activities
- 2. Activities and investigations
- 3. Working with cloths
- 4. Unusual and familiar
- M. Measures, statistics and data handling
- 1. Measures and measurement
- 2. Data handling and using the media
- 3. Statistics and data handling
- Part 2. Developing Interactive Teaching Strategies
- A. What teachers need to know about interactive teaching
- 1. The NNS: Philosophy and structure
- 2. Using research to promote learning
- 3. The effect of resources on thinking
- 4. Resources for counting and calculation
- 5. Differentiating to maximise learning
- B. Teachers and children interacting to sustain learning
- 1. Discussing mathematical ideas
- 2. Questions and questioning
- 3. Using questions to promote discussion
- 4. Assessment for learning
- C. Children making sense of mathematics
- 1. Three sets of axes for thinking about practical tasks
- 2. Real world-focused and classroom-focused activities
- 3. Rule-focused and problem-focused activities
- 4. Fantasy-focused and reality-focused activities
- 5. Strategies for problem-solving
- D. Consolidating new ideas and developing personal qualities
- 1. Developing general and specific strategies with children
- 2. The need for a range of strategies
- 3. Problems with real world problems
- 4. Eight qualities of successful learners
- 5. Developing emotional intelligence
- 6. Building bridges for learning
- E, F. Consolidation and practice for accuracy, speed and fluency
- 1. The need for practice in different contexts
- 2. Errors and misconceptions in mathematics