International A-Level (IAL) - Free Past Papers & Mark Schemes
Master algebra, calculus, statistics, and mechanics with past papers covering Pure Mathematics, Further Pure, Mechanics, and Statistics units. Download free A-Level Mathematics question papers and mark schemes from Edexcel. All papers are available instantly with no sign-up required.
Understanding the exam structure helps you target your revision effectively. Here is a breakdown of each paper:
Algebra and functions, coordinate geometry, trigonometry, differentiation and integration. A compulsory unit for IAS and IAL Mathematics and Pure Mathematics.
Extends Pure Mathematics 1 with further algebra, series, trigonometric identities, further differentiation, and integration techniques.
Advanced topics including further algebra, functions, numerical methods, and further calculus for A2 students.
Covers vectors, further coordinate geometry and differential equations at the highest level.
Probability, data representation, binomial and normal distributions, and hypothesis testing.
Kinematics, forces and Newton's laws, moments, and connected particles.
An AS unit from Pearson's Mathematics 2013 specification, held in our collection 2016–2018. Its content was restructured into Pure Mathematics 1 (WMA11) and Pure Mathematics 2 (WMA12) for the 2018 specification; Pearson's own transition guide records it as still examined as late as June 2020.
An A2 unit from Pearson's Mathematics 2013 specification, held in our collection 2016–2018. Its content was restructured into Pure Mathematics 3 (WMA13) and Pure Mathematics 4 (WMA14) for the 2018 specification; Pearson's own transition guide records it as still examined as late as June 2020.
An AS unit from Pearson's Mathematics 2013 specification, held in our collection 2016–2018. Superseded by a new Decision Mathematics 1 (WDM11) for the 2018 specification; Pearson's own transition guide records the 2013-specification unit as still examined as late as June 2020.
Mathematics at this level requires a systematic approach to revision. Each unit builds on earlier ones, and the specification says so: M1 assumes P1 and P2, and M2 assumes P1 to P4 and M1, which it says may be tested. Work through past papers in order from oldest to newest so you can track how question styles have evolved.
When practising, always attempt questions under timed conditions before checking the mark scheme. Each of P1 to P4, FP1 to FP3, S1 to S3 and M1 is a single paper of 1 hour 30 minutes and 75 marks, so one past paper is one full timed practice. For Statistics, make sure you can interpret context-based problems and know when to apply each distribution.
Mark schemes show exactly what earns credit. M marks are for knowing a method and attempting to apply it. A marks, for accuracy, can only be awarded if the M mark they depend on was earned, and B marks stand on their own. A marks are for the correct answer only, unless the scheme marks them follow-through (A1ft), when a wrong earlier value is carried through and the method still scores.
Create a revision schedule that allocates more time to weaker topics. Use past papers diagnostically: after completing a paper, categorise your errors (conceptual misunderstanding, calculation error, or time pressure) and address each type differently.
The following topics are covered across the Mathematics A-Level syllabus:
International AS Mathematics is three externally examined units, and the full International A Level is six. P1, P2, FP1, S1 and M1 are AS-level units; P3, P4, FP2, FP3, S2 and S3 are A2 units. Each of those is one paper of 1 hour 30 minutes and 75 marks, and every M2 and M3 paper in this collection totals 75 marks as well.
First attempt the paper fully without looking at the mark scheme. Then mark your work carefully, noting where you lost method marks (M), accuracy marks (A), and follow-through marks (ft). Identify patterns in your errors. The mark scheme also shows alternative valid methods you might not have considered, which broadens your problem-solving toolkit.
Aim to complete at least 5-8 full past papers per unit under timed conditions. Start with older papers for practice, then use the most recent 2-3 papers as mock exams closer to your real exam. Quality matters more than quantity: thoroughly reviewing each paper and understanding every mistake is more valuable than rushing through many papers.