Understanding Primary Mathematics

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A01=Ann Pope
A01=Christine Hopkins
A01=Sandy Pepperell
algebra
algebraic concepts for teachers
Algebraic Notation
Author_Ann Pope
Author_Christine Hopkins
Author_Sandy Pepperell
Bars Touch
Carroll Diagram
Category=JNLB
Category=JNMT
Category=JNU
Category=YPMF
Class Intervals
Coherent mathematics curriculum
Common Language
Cubic Centimetre
data handling
data handling techniques
effective maths teaching for trainee teachers
eq_bestseller
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
eq_non-fiction
eq_society-politics
Equilateral Triangle
hexagon
High Under-5 Mortality
inductive reasoning
Interior Angle
line
Logical Thinking
mathematical
mathematical reasoning strategies
Mirror Line
National Numeracy Strategy
number
number operations
number sequences
number system
papyrus
primary mathematics
primary mathematics pedagogy
Primary QTS course
Pythagorean Triple
QTS Skill Test
QTS skills tests
Red Sweet
reflective
regular
Regular Hexagon
Regular Polygons
Regular Polyhedra
Regular Tessellation
rhind
Rhind Mathematical Papyrus
shape and space education
space properties
square
Sweet Peas
symmetry
three-dimensional shapes
Triangle ABC
Triangle Number
Triangular Prism
UK curriculum numeracy
Unequal Class Intervals

Product details

  • ISBN 9781843120124
  • Weight: 470g
  • Dimensions: 189 x 246mm
  • Publication Date: 07 Jul 2005
  • Publisher: Taylor & Francis Ltd
  • Publication City/Country: GB
  • Product Form: Paperback
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In this textbook, the foundations of mathematics are made explicit and the reader is guided through the background knowledge and understanding that are required for the subject, offering a well-structured overview of the important issues to be considered when learning about mathematics on a Primary QTS course, and a coherent approach to the content to be found in the standards for QTS, the National Curriculum at Key Stages 1 and 2 and the numeracy strategy.

The authors aim to help teachers review and restructure the understanding of mathematics gained during their education, progressing from partial memories of a few process to an understanding of why the skills they were taught make sense and how they fit into a coherent mathematics curriculum, arguing that to teach mathematics effectively it is not enough to be able to do the mathematics, you need to understand why you do what you do. Aimed at all teachers of primary mathematics, this book is also likely to be valuable to secondary teachers, parents, administrators and others interested in the foundations of school mathematics.

Written for trainee and practicing teachers, this book de-mystifies the primary mathematics UK curriculum and offers a valuable reference for effective mathematicss teaching.

Christine Hopkins, Ann Pope and Sandy Pepperell

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