Oxford Revise: AQA GCSE Mathematics: Foundation
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Revise with confidence for your AQA GCSE Foundation Maths exam
Author Naomi Bartholomew-Millar, Author Paul Hunt, and Author Victoria Trumper
Suitable for: GCSE Maths students (14-16)
Price: £10.99
ISBN:
978-1382039826
Publication date:
22/06/2023
Paperback:
240 pages
Dimensions:
297x210mm
Availability: In stock.
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Description
Features
- Revision guide informed by cognitive science principles
- Complete revision and practice books
- Covers everything that students need to revise for AQA GCSE Foundation Maths
- Written specifically for students taking the Foundation paper with tailored content to offer the right level of support
- Worked example questions and solutions illustrate concepts and show students how to work through and answer questions
- Written by experienced Maths teachers and experts
- Supports students to use and improve their metacognition
- Each topic is comprehensively and clearly covered within Knowledge Organisers
- Retrieval questions check that knowledge is secure and build long-term retention
- Exam-style practice questions and model answers give students exam practice and experience
- QR codes provide links to answers, key word definitions and further revision support on accompanying website
This page was last updated on 18 May 2024 at 20:30 GMT
Table of Contents
1: Calculating with all four operations, place value, estimation and rounding
2: Indices, Powers and Roots, Factors, Multiples, Primes
3: Standard form
4: Fractions, decimals, percentages
5: Percentages
6: Algebra and expressions
7: Solving equations and inequalities
8: Straight line graphs
9: Real-life Graphs
10: Solving quadratic equations by factorising
11: Quadratic, cubic and reciprocal graphs
12: Simultaneous equations
13: Sequences
14: Units and measures
15: Ratio
16: Proportion
17: Angle facts
18: Interior and exterior angles
19: 3D shapes, plans and elevations
20: Perimeter, area, volume
21: Circles, cylinders, cones and spheres
22: Similarity and congruence
23: Transformations
24: Pythagoras and trigonometry
25: Constructions, loci and bearings
26: Vectors
27: Theoretical probability, Mutually exclusive events, Possibility Spaces and Probability experiments
28: Expected results, Tree Diagrams, Set Notation and Probability from Tables and Diagrams
29: Tables, charts and graphs
30: Sampling and the averages
31: Scatter graphs
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