GCSE Maths (Higher) Revision Workbook
- Levels: GCSE
- Exam boards: AQA, Edexcel, OCR
This stunning 80-page revision workbook provides a wide variety of practice questions for students preparing to take GCSE Maths (Higher).
Combined Print + Download Pack
- SKU: 12-4001-30022-03
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This beautifully-designed workbook provides an engaging and structured way for GCSE Maths (Higher Tier) students to practice questions as they attempt to achieve a grade 6 or above.
The workbook is provided with a digital download containing full answers for each section.
The revision workbook is split into eight sections.
Section 1 Numbers
1.1 Multiples, Factors, LCM, HCF and Prime Factors
1.2 Calculations with Fractions
1.3 Recurring Decimals
1.4 Powers, Roots and Indices
1.5 Standard Form
Section 2 Algebra
2.1 Substitution into Formulae
2.2 Algebraic Indices
2.3 Straight Line Graphs
2.4 Simultaneous Equations – 1
2.5 Factorising and Solving Quadratic Equations
2.6 The Quadratic Formula
2.7 Completing The Square
2.8 Rearranging Formulae
2.9 Non-Linear Graphs
2.10 Simultaneous Equations – 2
2.11 The Equation of a Circle
2.12 Algebraic Fractions
2.13 Transforming Graphs
Section 3 Ratio, Proportion and Rates of Change
3.1 Percentages – 1
3.2 Percentages – 2
3.3 Speed, Density and Pressure
3.4 Direct and Inverse Proportion
3.5 Real Life Graphs
Section 4 Geometry and Measures
4.1 Congruence and Similarity
4.2 Length, Area and Volume Scale Factors
4.3 Circle Theorems
4.4 Pythagoras' Theorem and Trigonometry
4.5 The Sine & Cosine Rules & Using Area = 1/2ab sin C
Section 5 Probability
5.1 Sets and Venn Diagrams
5.2 Tree Diagrams and Frequency Trees
5.3 Conditional Probability
Section 6 Statistics
6.1 Stratified Sampling
6.2 Frequency Tables – Averages and Range
6.3 Cumulative Frequency Graphs and Box Plots
6.4 Using Box Plots
Section 7 Problem Solving
7 Problem Solving
Section 8 Revision and The Exams
8.1 Revision Tips
8.2 Being Exam Ready
8.3 In the Exam Hall
8.4 Formulae and Command Words
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This GCSE Maths revision webinar is on Probability Trees and Frequency Trees.
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