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Full Description
Oxford Revise AQA GCSE Foundation Maths provides you with all the key information that you need to revise and covers the full exam specification.
The content is tailored to the Maths Foundation paper so that it offers you exactly the right level of support.
We understand the concerns you might have about the amount of knowledge you need to revise for Maths, and to recall and select the right strategies to answer questions in your exams. By working through the Knowledge - Retrieval - Practice sections, you will be using proven ways to revise, check and recall so that what you revise sticks in your memory.
Knowledge Organisers cover the key information that you need to revise in manageable chunks for all topics in the AQA Foundation specification. Worked example questions and solutions illustrate concepts and help you understand how to work through and answer questions. An online glossary helps you to learn definitions to key terms.
Retrieval questions allow you to check that you have learned and can remember the knowledge before you practise exam style questions, helping you to ensure that you don't forget the knowledge.
Exam-style Practice gives you ample opportunities to practise the type of questions you will encounter in your exams with all the answers to practice questions plus a mark scheme available online.
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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