OCR GCSE Mathematics (9-1) Past Papers & Mark Schemes
Download free OCR GCSE Mathematics (J560) past papers, mark schemes & examiner reports. Foundation & Higher tiers, six papers. 249 resources available.
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249 of 249 resources — page 1 of 3
June 2023
11 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 5 formulae sheet
Mathematics (9-1) – Question paper – Paper 6 formulae sheet
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Question paper – Paper 2 formulae sheet
Mathematics (9-1) – Question paper – Paper 3 formulae sheet
Mathematics (9-1) – Question paper – Paper 4 formulae sheet
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 1
November 2023
12 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 5 formulae sheet
Mathematics (9-1) – Question paper – Paper 6 formulae sheet
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Question paper – Paper 1 formulae sheet
Mathematics (9-1) – Question paper – Paper 2 formulae sheet
Mathematics (9-1) – Question paper – Paper 3 formulae sheet
Mathematics (9-1) – Question paper – Paper 4 formulae sheet
Mathematics (9-1) – Question paper – Paper 1
June 2022
12 filesMathematics (9-1) – Question paper – Paper 5 formulae sheet
Mathematics (9-1) – Question paper – Paper 6 formulae sheet
Mathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2 formulae sheet
Mathematics (9-1) – Question paper – Paper 3 formulae sheet
Mathematics (9-1) – Question paper – Paper 4 formulae sheet
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Modified papers
Mathematics (9-1) – Question paper – Paper 1 formulae sheet
November 2022
13 filesMathematics (9-1) – Question paper – Paper 5 formulae sheet
Mathematics (9-1) – Question paper – Paper 6 formulae sheet
Mathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2 formulae sheet
Mathematics (9-1) – Question paper – Paper 3 formulae sheet
Mathematics (9-1) – Question paper – Paper 4 formulae sheet
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Question paper – Paper 1
Mathematics (9-1) – Modified papers
Mathematics (9-1) – Question paper – Paper 1 formulae sheet
November 2021
6 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Modified papers
November 2020
7 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Modified papers
Mathematics (9-1) – Mark scheme – Paper 6
June 2019
7 filesMathematics (9-1) – Summer highlights report
Mathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Mark scheme – Paper 6
November 2019
7 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Modified papers
Mathematics (9-1) – Mark scheme – Paper 6
June 2018
7 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Mark scheme – Paper 6
Mathematics (9-1) – Mark scheme – Paper 5
November 2018
6 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Mark scheme – Paper 6
June 2017
6 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2 erratum
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
November 2017
6 filesMathematics (9-1) – Question paper – Paper 5
Mathematics (9-1) – Question paper – Paper 6
Mathematics (9-1) – Question paper – Paper 2
Mathematics (9-1) – Question paper – Paper 3
Mathematics (9-1) – Question paper – Paper 4
Mathematics (9-1) – Mark scheme – Paper 5
OCR GCSE Maths (J560): Six Papers, Two Tiers, and the Formulae You Must Know
Exam Paper Structure
Non-calculator
Calculator
Calculator
Non-calculator
Calculator
Calculator
Key Information
| Exam Board | OCR |
| Specification Code | J560 |
| Qualification | GCSE |
| Grading Scale | 9–1 |
| Assessment Type | 6 written exams (3 per tier, no coursework) |
| Tiers | Foundation (Papers 1–3, grades 1–5) and Higher (Papers 4–6, grades 4–9) |
| Number Of Papers | 6 (3 per tier) |
| Exam Duration | 1 hour 30 minutes per paper |
| Total Marks | 300 per tier (100 per paper) |
| Calculator Status | Papers 1 & 4: Non-calculator. Papers 2, 3, 5, 6: Calculator allowed |
| Total Resources | 249 |
Key Topics in Mathematics (9-1)
Topics you need to know
Exam Command Words
| Command word | What the examiner expects |
|---|---|
| Calculate | Work out the numerical value, showing all working |
| Show that | Provide all steps to verify the given statement is true |
| Prove | Show algebraically that a statement is always true |
| Sketch | Draw a graph showing key features with labelled axes — not plotted values |
| Describe | State a transformation or mathematical feature precisely using correct terminology |
| Simplify | Write an expression in its most reduced form |
| Factorise | Write an expression as a product of its factors |
| Expand | Multiply out brackets, collecting like terms |
| Hence | Use your previous answer to find the next result |
Typical Grade Boundaries
| Grade | Approximate mark needed |
|---|---|
| Grade 9 | 76–86% |
| Grade 8 | 64–75% |
| Grade 7 | 52–63% |
| Grade 6 | 43–51% |
| Grade 5 | 35–42% |
| Grade 4 | 26–34% |
⚠️ Typical Higher tier boundaries (Papers 4–6, 300 total marks). Actual boundaries vary by series — check OCR's website.
How to Tackle OCR Maths Past Papers When You Have Six Papers to Navigate
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