A-Level Maths Predicted Topics 2025: What's Likely to Come Up

Can you actually predict A-Level Maths topics?

Not with certainty. Examiners deliberately rotate emphasis to prevent students gaming the system. But some patterns are consistent across boards and series — and knowing them helps you prioritise revision time.

This is an analysis of frequency and examiner report language, not a guarantee. Treat it as a signal, not a script.

Topics that appear in virtually every series

These appear on almost every A-Level Maths paper, regardless of board:

Pure:

• Integration (specifically: integration by parts, integration by substitution, and integration of partial fractions)
• Differentiation of implicit functions or parametric equations
• Binomial expansion — both (1+x)ⁿ and (a+bx)ⁿ, often asking for a range of validity
• Proof by contradiction or mathematical induction (Further Maths)
• Vectors — finding angles between lines, showing points are collinear

Statistics:

• Hypothesis testing — always present, usually with a binomial or normal distribution
• Conditional probability
• Normal distribution — standardisation and finding probabilities

Mechanics:

• Projectile motion
• Connected particles (Atwood machine or inclined plane)

Topics that examiners have flagged as "frequently poorly done"

Examiner reports are public documents. They tell you exactly where students lost marks. These topics are flagged repeatedly:

1. 1Integration constants — Students forget +c or misapply it in definite integrals
2. 2Hypothesis testing conclusions — Wrong language ("reject H₀" vs "accept H₁"), wrong tail
3. 3Vector notation — Using coordinates instead of vector form in proofs
4. 4Implicit differentiation — Forgetting the dy/dx term when differentiating y²
5. 5Proof — Writing conclusion before establishing it, circular reasoning

These aren't hard topics. They're precision topics. One dropped mark per question across a paper is the difference between A and A*.

What to do with this information

Don't use this list to skip topics you think "won't come up." Examiners can and do include anything from the syllabus.

Instead, use it to sequence your revision:

• High frequency topics (integration, hypothesis testing, vectors) → practise these repeatedly until they're reflexive
• Precision topics (notation, proof structure, conclusion language) → drill the specific language until it's automatic
• Lower frequency topics (decision maths, hyperbolic functions on MEI) → cover once, don't neglect

Generate 10 questions on each high-frequency topic in Infinity Stars before your exam. You want to hit the paper having recently practised every high-probability topic — so nothing is cold.

The prediction nobody talks about

The biggest predictor of exam performance isn't topic knowledge. It's whether you've sat timed, full-length papers under real conditions.

Every year, students who've covered all the content still underperform because they haven't built exam stamina. Three 2-hour papers in two days is physically and mentally demanding.

Start doing full timed mocks at least 6 weeks before your first paper. Infinity Stars generates full mock papers — use them.