Every Maths question marked using AQA's actual mark scheme principles. Method marks awarded even when the final answer is wrong. Working shown — marks given. Sign errors identified specifically, not just 'wrong answer'.
Mark-scheme aligned
Marks awarded using real AQA principles
Handwriting read
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Explained in full
Every lost mark explained specifically
Complete specification map
Everything you learn in Mathematics
Accredited headings from spec 8300 (AQA), mapped topic-by-topic. Track progress topic-by-topic when you join Examevo.
4spec units
40topics mapped
5exam boards
Intro · 14Standard · 13Advanced · 13
01
Number
10 topics in this unit
1Integers and place valueIntro
Integers and place value — definitions, facts and standard form
Written and mental methods for Integers and place value
Multi-step problems involving Integers and place value
Reasoning and justifying steps in Integers and place value
Linking Integers and place value to ratio, algebra or finance
2DecimalsIntro
Decimals — definitions, facts and standard form
Written and mental methods for Decimals
Multi-step problems involving Decimals
Reasoning and justifying steps in Decimals
Linking Decimals to ratio, algebra or finance
3Indices, powers and rootsIntro
Indices, powers and roots — definitions, facts and standard form
Written and mental methods for Indices, powers and roots
Multi-step problems involving Indices, powers and roots
Reasoning and justifying steps in Indices, powers and roots
Linking Indices, powers and roots to ratio, algebra or finance
4Factors, multiples and primesIntro
Factors, multiples and primes — definitions, facts and standard form
Written and mental methods for Factors, multiples and primes
Multi-step problems involving Factors, multiples and primes
Reasoning and justifying steps in Factors, multiples and primes
Linking Factors, multiples and primes to ratio, algebra or finance
5Standard formIntro
Standard form — definitions, facts and standard form
Written and mental methods for Standard form
Multi-step problems involving Standard form
Reasoning and justifying steps in Standard form
Linking Standard form to ratio, algebra or finance
6SurdsIntro
Surds — definitions, facts and standard form
Written and mental methods for Surds
Multi-step problems involving Surds
Reasoning and justifying steps in Surds
Linking Surds to ratio, algebra or finance
7FractionsIntro
Fractions — definitions, facts and standard form
Written and mental methods for Fractions
Multi-step problems involving Fractions
Reasoning and justifying steps in Fractions
Linking Fractions to ratio, algebra or finance
8PercentagesIntro
Percentages — definitions, facts and standard form
Written and mental methods for Percentages
Multi-step problems involving Percentages
Reasoning and justifying steps in Percentages
Linking Percentages to ratio, algebra or finance
9Ratio and proportionIntro
Ratio and proportion — definitions, facts and standard form
Written and mental methods for Ratio and proportion
Multi-step problems involving Ratio and proportion
Reasoning and justifying steps in Ratio and proportion
Linking Ratio and proportion to ratio, algebra or finance
10Order of operationsIntro
Order of operations — definitions, facts and standard form
Written and mental methods for Order of operations
Multi-step problems involving Order of operations
Reasoning and justifying steps in Order of operations
Linking Order of operations to ratio, algebra or finance
02
Algebra
11 topics in this unit
1Algebraic expressionsIntro
Algebraic expressions — notation, manipulation and factorising
Solving equations and inequalities — Algebraic expressions
Graphs and coordinates for Algebraic expressions
Sequences, functions and proof — Algebraic expressions
Exam-style problem solving with Algebraic expressions
2Expanding and factorisingIntro
Expanding and factorising — notation, manipulation and factorising
Solving equations and inequalities — Expanding and factorising
Graphs and coordinates for Expanding and factorising
Sequences, functions and proof — Expanding and factorising
Exam-style problem solving with Expanding and factorising
3Equations and inequalitiesIntro
Equations and inequalities — notation, manipulation and factorising
Solving equations and inequalities — Equations and inequalities
Graphs and coordinates for Equations and inequalities
Sequences, functions and proof — Equations and inequalities
Exam-style problem solving with Equations and inequalities
4Quadratic equationsIntro
Quadratic equations — notation, manipulation and factorising
Solving equations and inequalities — Quadratic equations
Graphs and coordinates for Quadratic equations
Sequences, functions and proof — Quadratic equations
Exam-style problem solving with Quadratic equations
5Simultaneous equationsStandard
Simultaneous equations — notation, manipulation and factorising
Solving equations and inequalities — Simultaneous equations
Graphs and coordinates for Simultaneous equations
Sequences, functions and proof — Simultaneous equations
Exam-style problem solving with Simultaneous equations
6Linear graphsStandard
Linear graphs — notation, manipulation and factorising
Solving equations and inequalities — Linear graphs
Graphs and coordinates for Linear graphs
Sequences, functions and proof — Linear graphs
Exam-style problem solving with Linear graphs
7Quadratic graphsStandard
Quadratic graphs — notation, manipulation and factorising
Solving equations and inequalities — Quadratic graphs
Graphs and coordinates for Quadratic graphs
Sequences, functions and proof — Quadratic graphs
Exam-style problem solving with Quadratic graphs
8Other graphsStandard
Other graphs — notation, manipulation and factorising
Solving equations and inequalities — Other graphs
Graphs and coordinates for Other graphs
Sequences, functions and proof — Other graphs
Exam-style problem solving with Other graphs
9SequencesStandard
Sequences — notation, manipulation and factorising
Solving equations and inequalities — Sequences
Graphs and coordinates for Sequences
Sequences, functions and proof — Sequences
Exam-style problem solving with Sequences
10FunctionsStandard
Functions — notation, manipulation and factorising
Solving equations and inequalities — Functions
Graphs and coordinates for Functions
Sequences, functions and proof — Functions
Exam-style problem solving with Functions
11ProofStandard
Proof — notation, manipulation and factorising
Solving equations and inequalities — Proof
Graphs and coordinates for Proof
Sequences, functions and proof — Proof
Exam-style problem solving with Proof
03
Geometry
12 topics in this unit
1AnglesStandard
Angles — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Angles
Area, volume and Pythagoras — Angles
Trigonometry and vectors in Angles
Similarity, congruence and transformations — Angles
2Properties of polygonsStandard
Properties of polygons — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Properties of polygons
Area, volume and Pythagoras — Properties of polygons
Trigonometry and vectors in Properties of polygons
Similarity, congruence and transformations — Properties of polygons
3CirclesStandard
Circles — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Circles
Area, volume and Pythagoras — Circles
Trigonometry and vectors in Circles
Similarity, congruence and transformations — Circles
43D shapesStandard
3D shapes — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — 3D shapes
Area, volume and Pythagoras — 3D shapes
Trigonometry and vectors in 3D shapes
Similarity, congruence and transformations — 3D shapes
5Area and perimeterStandard
Area and perimeter — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Area and perimeter
Area, volume and Pythagoras — Area and perimeter
Trigonometry and vectors in Area and perimeter
Similarity, congruence and transformations — Area and perimeter
6Volume and surface areaStandard
Volume and surface area — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Volume and surface area
Area, volume and Pythagoras — Volume and surface area
Trigonometry and vectors in Volume and surface area
Similarity, congruence and transformations — Volume and surface area
7TransformationsAdvanced
Transformations — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Transformations
Area, volume and Pythagoras — Transformations
Trigonometry and vectors in Transformations
Similarity, congruence and transformations — Transformations
8VectorsAdvanced
Vectors — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Vectors
Area, volume and Pythagoras — Vectors
Trigonometry and vectors in Vectors
Similarity, congruence and transformations — Vectors
9Constructions and lociAdvanced
Constructions and loci — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Constructions and loci
Area, volume and Pythagoras — Constructions and loci
Trigonometry and vectors in Constructions and loci
Similarity, congruence and transformations — Constructions and loci
10Pythagoras theoremAdvanced
Pythagoras theorem — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Pythagoras theorem
Area, volume and Pythagoras — Pythagoras theorem
Trigonometry and vectors in Pythagoras theorem
Similarity, congruence and transformations — Pythagoras theorem
11TrigonometryAdvanced
Trigonometry — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Trigonometry
Area, volume and Pythagoras — Trigonometry
Trigonometry and vectors in Trigonometry
Similarity, congruence and transformations — Trigonometry
12Similar shapes and congruenceAdvanced
Similar shapes and congruence — angle facts and geometrical reasoning
Constructions, loci and accurate diagrams — Similar shapes and congruence
Area, volume and Pythagoras — Similar shapes and congruence
Trigonometry and vectors in Similar shapes and congruence
Similarity, congruence and transformations — Similar shapes and congruence
04
Statistics and Probability
7 topics in this unit
1Data collectionAdvanced
Data collection — collecting and representing data
Averages, spread and statistical diagrams — Data collection
Probability trees and combined events — Data collection
Interpreting scatter graphs and correlation — Data collection
Cumulative frequency and histograms — Data collection
2Averages and spreadAdvanced
Averages and spread — collecting and representing data
Averages, spread and statistical diagrams — Averages and spread
Probability trees and combined events — Averages and spread
Interpreting scatter graphs and correlation — Averages and spread
Cumulative frequency and histograms — Averages and spread
3Statistical diagramsAdvanced
Statistical diagrams — collecting and representing data
Averages, spread and statistical diagrams — Statistical diagrams
Probability trees and combined events — Statistical diagrams
Interpreting scatter graphs and correlation — Statistical diagrams
Cumulative frequency and histograms — Statistical diagrams
4Scatter graphsAdvanced
Scatter graphs — collecting and representing data
Averages, spread and statistical diagrams — Scatter graphs
Probability trees and combined events — Scatter graphs
Interpreting scatter graphs and correlation — Scatter graphs
Cumulative frequency and histograms — Scatter graphs
5ProbabilityAdvanced
Probability — collecting and representing data
Averages, spread and statistical diagrams — Probability
Probability trees and combined events — Probability
Interpreting scatter graphs and correlation — Probability
Cumulative frequency and histograms — Probability
6Cumulative frequencyAdvanced
Cumulative frequency — collecting and representing data
Averages, spread and statistical diagrams — Cumulative frequency
Probability trees and combined events — Cumulative frequency
Interpreting scatter graphs and correlation — Cumulative frequency
Cumulative frequency and histograms — Cumulative frequency
7HistogramsAdvanced
Histograms — collecting and representing data
Averages, spread and statistical diagrams — Histograms
Probability trees and combined events — Histograms
Interpreting scatter graphs and correlation — Histograms
Cumulative frequency and histograms — Histograms
How we mark Mathematics
1. Read your handwriting
We photograph and read every digit, equation, and workings you wrote.
2. Apply AQA mark scheme
Method marks for correct approach. Accuracy marks for correct answer. Follow-through marking for carried forward errors.
3. Explain every lost mark
Not just wrong — but why wrong and how to write it for full marks.