AQA GCSE Maths Specification 2026: Summary
The AQA GCSE maths specification is 44 pages long, and almost nobody reads it. Not students, not parents, and sometimes not even tutors. That is a problem, because everything your child will be examined on is listed in that document, and nothing outside it will appear on the exam.
One of the most frustrating things I encountered in the tutoring industry was students revising content that was not on their specification, or missing entire topic areas because nobody had checked what was actually required. The specification is the single most important document for any GCSE student, and this guide summarises everything in it that parents need to know.
What Is the AQA GCSE Maths Specification?
The AQA GCSE Mathematics specification (code 8300) is the official document that defines exactly what your child will be tested on in their GCSE maths exams. It covers every topic, every formula, the exam structure, and the assessment objectives (the different types of thinking the exam tests).
The specification has been in use for exams since May 2017 and applies to the AQA GCSE maths 2026 exam series. The content is prescribed by the Department for Education and is common across all exam boards (AQA, Edexcel, and OCR), but each board structures its papers differently.
You can download the complete AQA GCSE Maths specification PDF from the official AQA page, or grab our copy directly: download AQA GCSE Maths specification (PDF). It is worth having on hand as your child works through Year 10 and 11.
Exam Structure: Three Papers
AQA GCSE maths is assessed through three written exam papers. There is no coursework, no controlled assessment, and no internal assessment of any kind. It is 100% examination. Your child's entire GCSE maths grade is determined by how they perform across these three papers.
Paper 1: Non-Calculator
Paper 1 is the only non-calculator paper. It lasts 1 hour 30 minutes, is worth 80 marks, and counts for 33⅓% of the total GCSE. Content from any part of the specification can appear. This paper is not limited to specific topics. Questions increase in difficulty as the paper progresses, starting with short single-mark questions and building to multi-step problems.
Papers 2 and 3: Calculator
Papers 2 and 3 both allow a calculator. Each has the same format as Paper 1: 1 hour 30 minutes, 80 marks, and 33⅓% of the GCSE. Again, any topic from the specification can appear on any paper. The three papers together cover the full breadth of the specification, and some questions will draw on elements from different topic areas within a single question.
A common misconception is that each paper focuses on a different area of maths. In reality, every paper covers a mix of all six content areas. Your child cannot skip algebra revision because “it is on Paper 2”. Algebra questions appear across all three papers.
Foundation vs Higher Tier
AQA GCSE Maths has two tiers: Foundation (grades 1–5) and Higher(grades 4–9). Students must sit all three papers at the same tier. They cannot mix and match. The choice of tier determines both the difficulty of the questions and the maximum grade available.
Foundation Tier
- •Grades available: 1 to 5
- •More marks for standard procedures (50% AO1)
- •Number is weighted at ~25% of the total
- •Questions focus more on routine calculations
- •Good choice if your child consistently scores below grade 5 in mocks
Higher Tier
- •Grades available: 4 to 9
- •More marks for reasoning and problem-solving (30% each)
- •Algebra is weighted at ~30% of the total
- •Multi-step and unfamiliar problems carry higher marks
- •Required if your child is aiming for grade 6 or above
The overlap between tiers is at grades 4 and 5. A student taking Higher tier who performs at a grade 3 level will be awarded a U (ungraded), whereas the same performance on Foundation would receive a grade 3. This is why tier choice matters. If your child is borderline, talk to their teacher about where the risk lies.
Schools must enter students for either Foundation or Higher before the exam entry deadline. Most schools decide during spring of Year 11 based on mock results. If your child is consistently achieving grade 5 or above in mocks, Higher tier is usually the right choicebecause it opens up grades 6–9. Ask their teacher directly if you are unsure.
What Topics Are Covered in the AQA Maths Spec?
The AQA maths specification summary organises content into six broad topic areas. These are common to all GCSE maths exam boards. The Department for Education prescribes both the content and the weightings.
| Topic Area | What It Covers | Spec Reference |
|---|---|---|
| Number | Integers, decimals, fractions, percentages, standard form, surds (higher only) | N1–N16 |
| Algebra | Expressions, equations, inequalities, sequences, graphs, functions | A1–A25 |
| Ratio, Proportion & Rates of Change | Ratio, proportion, percentages, speed, density, compound measures | R1–R16 |
| Geometry & Measures | Angles, shapes, area, volume, transformations, vectors (higher only) | G1–G25 |
| Probability | Single and combined events, tree diagrams, conditional probability (higher) | P1–P9 |
| Statistics | Data collection, averages, charts, scatter graphs, time series | S1–S6 |
Each topic area reference (e.g., N1–N16) maps to specific content statements in the specification.
Within each topic area, the specification splits content into three columns: basic foundation content (assessed on Foundation tier), additional foundation content (also Foundation tier, but more demanding), and higher content only (only assessed on Higher tier). This means Higher tier students are tested on everything Foundation students are, plus additional content.
Content Weightings by Tier
The weighting of each topic area is prescribed by Ofqual and differs between Foundation and Higher tier. This is critical for revision planning.
The most striking difference is Algebra: it jumps from 20% on Foundation to 30% on Higher. Meanwhile, Number drops from 25% to 15%. This means Higher tier students need to be especially strong in algebra. It is the single largest component of their exam. For the full breakdown of what each topic area contains, see our complete GCSE maths topics list.
Assessment Objectives: How Your Child Is Tested
The AQA GCSE maths specification does not just define what is tested. It also defines how. Three assessment objectives (AOs) determine the types of questions your child will face. These are set by Ofqual and are identical across all exam boards.
| Assessment Objective | What It Tests | In Plain English |
|---|---|---|
| AO1: Use and apply standard techniques | Recall facts, use notation correctly, carry out routine procedures | Can your child do the method when they know which method to use? |
| AO2: Reason, interpret and communicate | Make deductions, construct chains of reasoning, present arguments | Can your child explain their thinking and justify their answers? |
| AO3: Solve problems in context | Translate real-world problems into maths, evaluate methods and results | Can your child figure out what to do when the question does not tell them? |
Assessment objectives are set by Ofqual and are identical across AQA, Edexcel, and OCR.
AO Weightings Differ by Tier
This is one of the most important things parents do not know about GCSE maths: Foundation and Higher tier are not just different in difficulty. They test different skills in different proportions.
What This Means for Revision
On Foundation tier, half the marks come from AO1: standard techniques where the student knows what method to use and just needs to execute it correctly. On Higher tier, that drops to 40%, and the remaining 60% is split between reasoning and problem-solving.
The practical implication is clear: Higher tier students cannot rely on memorising methods alone. They need regular practice with unfamiliar, multi-step problems where they must decide which techniques to apply. Foundation students benefit more from drilling standard procedures until they are fluent. Both tiers need past paper practice, but the emphasis should differ.
The revision mistake I see most often is Higher tier students spending all their revision time on routine calculations. They can solve every textbook exercise but freeze when faced with an unfamiliar AO3 problem that combines multiple topic areas. If your child is on Higher tier, at least 30% of their revision time should be on multi-step, context-based problems, not just textbook drills.
Formulae: What to Memorise vs What Is Given
The specification splits formulae into three categories: those students must know by heart, those they should be able to derive, and those provided in the exam. This is one of the most actionable parts of the specification for parents, because you can directly help your child by testing whether they have memorised the required formulae.
Formulae Provided in the Exam
The following formulae will be printed in the exam paper when a question requires them. Your child does not need to memorise these:
| Formula | What It Is For |
|---|---|
| Quadratic formula | Solving quadratic equations (Higher tier) |
| Area of a trapezium = ½(a + b)h | Finding the area of a trapezium |
| Volume of a prism = cross-section area × length | Finding volumes of prisms |
| Sphere: volume and surface area | Volume = ⁴⁄₃πr³, Surface area = 4πr² (Higher tier) |
| Cone: volume and curved surface area | Volume = ¹⁄₃πr²h, CSA = πrl (Higher tier) |
These formulae are given in the exam booklet. Students do not need to memorise them.
Formulae Your Child Must Memorise
These formulae are not provided in the exam. If your child does not know them, they cannot answer the question. This is a concrete area where parents can make a direct difference. Test your child on these regularly.
| Formula | Notes |
|---|---|
| Area of a circle = πr² | Both tiers |
| Circumference = 2πr = πd | Both tiers |
| Pythagoras: a² + b² = c² | Both tiers |
| SOH CAH TOA (trig ratios) | Both tiers |
| Sine rule and cosine rule | Higher tier only |
| Area = ½ab sin C | Higher tier only |
| Speed = distance ÷ time | Both tiers |
| Density = mass ÷ volume | Both tiers |
| Pressure = force ÷ area | Both tiers |
| Compound interest: P(1 + r/100)ⁿ | Both tiers |
| P(A or B) = P(A) + P(B) − P(A and B) | Both tiers |
The highlighted formulae are the ones students most commonly forget. Test your child on these before exam season.
Print this list and ask your child to write each formula from memory. Any they cannot recall perfectly are revision priorities. The circle formulae and Pythagoras' theorem come up in almost every paper. Your child should be able to write these without thinking.
AQA-Specific Characteristics
While the curriculum content is identical across exam boards, AQA has distinctive characteristics in how it sets questions. Understanding these helps your child prepare more effectively for AQA specifically, rather than doing generic maths revision.
Context-based questions are common
AQA frequently sets questions within real-world scenarios: shopping, travel, construction, finance. Your child needs to practise extracting the mathematical problem from a block of text, not just solving equations presented in isolation.
Quality of written communication is assessed
Some questions explicitly ask students to explain or justify their answers in words. Writing "yes" or "no" without explanation loses marks. Your child should practise writing short mathematical justifications, not just showing calculations.
AO3 problem-solving questions carry high marks
The multi-step, unstructured problems at the end of each paper are worth 4-6 marks each. These questions often require combining techniques from different topic areas. For example, using Pythagoras' theorem within a trigonometry question set in a real-world context.
Marks are scaled, not raw
The 80 raw marks on each paper are scaled to meet the assessment objective weightings. This means a student's final grade is based on total scaled marks across all three papers, not simple raw mark addition. Grade boundaries are set using the total scaled mark of 240.
The best way to get familiar with AQA's question style is to work through their past papers and mark schemes, which are freely available on the AQA website. Mark schemes are especially valuable because they show exactly how marks are allocated and what wording examiners expect.
How Parents Can Use the Specification
You do not need to read all 44 pages. But knowing the specification exists and understanding its structure puts you in a much stronger position to support your child. Here is what I recommend based on working with hundreds of families.
Confirm which tier your child is sitting
Foundation caps at grade 5. If your child is aiming for grade 6 or above, they must be on Higher tier. Ask their teacher directly. Some parents discover the wrong tier choice too late.
Use the topic list as a revision checklist
The specification lists every topic with reference codes (N1, A1, G1, etc.). Your child can go through and RAG-rate each topic: green for confident, amber for needs practice, red for does not understand. This turns vague "revision" into targeted work.
Test the formulae that must be memorised
This is the single most concrete thing you can do. The formulae list is short and specific. Test your child weekly in the run-up to exams. Every formula they know by heart is free marks.
Understand the assessment objective balance
If your child is on Higher tier, make sure they are not just drilling routine calculations. At least 60% of marks come from reasoning and problem-solving. Past papers are the best resource for this.
The specification is the definitive source for what can appear on the exam. If your child's tutor or revision guide covers a topic not in the specification, that is wasted time. If it skips a topic that is in the specification, that is a gap. Our GCSE maths tutoring follows the AQA specification exactly, so every session is focused on content that will actually be examined.
AQA GCSE Maths Paper 1 (non-calculator) is scheduled for 14 May 2026, morning session. Papers 2 and 3 follow in subsequent sessions during the May/June exam window. All three papers must be sat in the same series to receive a grade.
For more on how grade boundaries work across all three papers and what different scores mean in practice, see our guide to GCSE grades explained. And if your child wants to check their understanding of the specification topic by topic, our parent resources section has tools designed exactly for that.
