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Full Description
Oxford Revise AQA GCSE Higher Maths provides you with all the key information that you need to revise and covers the full exam specification.
Get all the support you need to revise for the Higher paper, including Higher topics like circle geometry and algebraic fractions.
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 give you the key information that you need to know and revise in manageable chunks for all topics in the Higher specification including reciprocal graphs, exponential functions, and transformation of graphs. An online glossary helps you to learn the definitions to key terms. Worked example questions and solutions are included throughout to illustrate concepts and show you how to work through and answer questions. An online glossary helps you to learn the definitions to key terms.
Retrieval questions empower you to check that you have learned and can retrieve the knowledge before you practise exam style questions. Regularly going back and retrieving prior knowledge helps you combat the forgetting curve.
Exam-style Practice gives you lots of opportunities to practise the type of questions you will face 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, powers and indices
2: Rounding, truncating, error intervals and estimating
3: Factors, multiples, primes, standard form and surds
4: Fractions, decimals, percentages
5: Algebra basics
6: Linear graphs and real-life graphs
7: Solving linear inequalities in 1 or 2 variables (remove error intervals)
8: Factorising quadratic expressions and solving quadratic equations
9: Quadratic graphs, iterations, solving quadratic inequalities
10: Solving simultaneous equations
11: Sequences
12: Cubic graphs, reciprocal graphs, exponential functions, transformation of graphs
13: Algebraic fractions, rearranging formulae with alg frac, proof, functions and composite fns
14: Ratio
15: Compound measures and multiplicative reasoning
16: Polygons, Angles and Parallel lines
17: Area and perimeter (including circles)
18: Surface area and volume
19: Pythagoras and 2D trigonometry
20: Similarity and congruence
21: Transformations
22: Plans, elevations, constructions, bearings, 1 trig qn out of place
23: Trigonometry in 3D, sine & cosine rules
24: Circle theorems and circle geometry
25: Vectors
26: Probability
27: Tables, averages & range, scatter graphs
28: Data collection, Cumulative frequency, box and whisker plots, histograms
