Hodder Education
Mastering Mathematics for WJEC GCSE: Higher
Gareth Cole, Heather Davis, Sophie Goldie, Linda Liggett, Robin Liggett, Richard Perring, Keith Pledger, Rob Summerson
Science & Math
Mastering Mathematics for WJEC GCSE: Higher
US$ 46.79
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Description
Contents
Reviews

Exam Board: WJEC
Level: GCSE
Subject: Mathematics
First Teaching: September 2015
First Exam: June 2017

Help students get to grips with the new style examinations in Numeracy and Mathematics with books that build all the necessary skills to progress their learning and develop their problem-solving skills.
- Provides one book for each tier ensuring full coverage, with mathematics only questions and chapters clearly highlighted so the specifications can be co-taught or taught separately as required
- Organises topics into units so as to provide questions that build understanding and fluency enabling students to confidently tackle and solve real and interesting problems
- Enables students to identify the appropriate remediation or extension steps they need in order to make the best progress, through easy to follow progression strands that help to identify gaps in learning
- Offers a seamless five year progression when used in conjunction with KS3 Mastering
Mathematics
Welsh editions will be available in Summer 2016

Language
English
ISBN
9781510449572
Cover
Title Page
Copyright
Contents
How to get the most from this book
Number
Strand 1 Calculating
Units 1–9 Foundation
Strand 2 Using our number system
Units 1–4 Foundation
Units 5–6 Intermediate
Unit 7 Calculating with standard form
Unit 8 Recurring decimals
Strand 3 Accuracy
Units 1–4 Foundation
Unit 5 Intermediate
Unit 6 Significance
Unit 7 Limits of accuracy
Unit 8 Upper and lower bounds
Strand 4 Fractions
Units 1–5 Foundation
Unit 6 Intermediate
Strand 5 Percentages
Units 1–3 Foundation
Units 4–5 Intermediate
Unit 6 Reverse percentages
Unit 7 Repeated percentage increase/decrease
Unit 8 Growth and decay
Strand 6 Ratio and proportion
Unit 1 Foundation
Unit 2 Intermediate
Unit 3 Working with proportional quantities
Unit 4 The constant of proportionality (Algebra)
Unit 5 Working with inversely proportional quantities (Algebra)
Unit 6 Formulating equations to solve proportion problems (Algebra)
Strand 7 Number properties
Units 1–3 Foundation
Units 4–5 Intermediate
Unit 6 Rules of indices
Unit 7 Fractional indices
Unit 8 Surds
Algebra
Strand 1 Starting algebra
Units 1–3 Foundation
Units 4–8 Intermediate
Unit 9 Simplifying harder expressions
Unit 10 Using complex formulae
Unit 11 Identities
Unit 12 Using indices in algebra
Unit 13 Manipulating more expressions and equations
Unit 14 Rearranging more formulae
Strand 2 Sequences
Units 1–2 Foundation
Unit 3 Intermediate
Unit 4 Special sequences
Unit 5 Quadratic sequences
Unit 6 nth term of a quadratic sequence
Strand 3 Functions and graphs
Unit 1 Foundation
Unit 2 Intermediate
Unit 3 The equation of a straight line
Unit 4 Plotting quadratic and cubic graphs
Unit 5 Finding equations of straight lines
Unit 6 Perpendicular lines
Unit 7 Polynomial and reciprocal functions
Unit 8 Exponential functions
Unit 9 Trigonometric functions
Strand 4 Algebraic methods
Unit 1 Trial and improvement
Unit 2 Linear inequalities
Unit 3 Solving pairs of equations by substitution
Unit 4 Solving simultaneous equations by elimination
Unit 5 Using graphs to solve simultaneous equations
Unit 6 Solving linear inequalities in two variables
Unit 7 Proving identities
Strand 5 Working with quadratics
Unit 1 Factorising quadratics
Unit 2 Solving equations by factorising
Unit 3 Factorising harder quadratics
Unit 4 The quadratic formula
Strand 6 Properties of non-linear graphs
Unit 1 Using chords and tangents
Unit 2 Translations and reflections of functions
Unit 3 Area under non-linear graphs
Geometry and Measures
Strand 1 Units and scales
Units 1–6 Foundation
Units 7–10 Intermediate
Unit 11 Dimensions of formulae
Unit 12 Working with compound units
Strand 2 Properties of shapes
Units 1–5 Foundation
Units 6–8 Intermediate
Unit 9 Congruent triangles and proof
Unit 10 Proof using similar and congruent triangles
Unit 11 Circle theorems
Strand 3 Measuring shapes
Units 1–3 Foundation
Unit 4 Intermediate
Unit 5 Pythagoras’ theorem
Unit 6 Arcs and sectors
Unit 7 The cosine rule
Unit 8 The sine rule
Strand 4 Construction
Units 1–2 Foundation
Unit 3 Intermediate
Unit 4 Loci
Strand 5 Transformations
Units 1–5 Foundation
Unit 6 Intermediate
Unit 7 Similarity
Unit 8 Trigonometry
Unit 9 Finding centres of rotation
Unit 10 Enlargement with negative scale factors
Unit 11 Trigonometry and Pythagoras’ theorem in 2D and 3D
Strand 6 Three-dimensional shapes
Units 1–2 Foundation
Units 3–4 Intermediate
Unit 5 Prisms
Unit 6 Enlargement in 2D and 3D
Unit 7 Constructing plans and elevations
Unit 8 Surface area and volume of 3D shapes
Unit 9 Area and volume in similar shapes
Statistics and Probability
Strand 1 Statistical measures
Units 1–3 Foundation
Unit 4 Using grouped frequency tables
Unit 5 Inter-quartile range
Strand 2 Statistical diagrams
Units 1–2 Foundation
Unit 3 Intermediate
Unit 4 Displaying grouped data
Units 5–6 Intermediate
Unit 7 Histograms
Strand 3 Collecting data
Unit 1 Foundation
Unit 2 Intermediate
Unit 3 Working with stratified sampling techniques and defining a random sample
Strand 4 Probability
Unit 1 Foundation
Units 2–4 Intermediate
Unit 5 The multiplication rule
Unit 6 The addition rule and Venn diagram notation
Unit 7 Conditional probability
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