OCR GCSE Computer Science Past Papers & Mark Schemes
Download free OCR GCSE Computer Science past papers and mark schemes. 16 resources covering 2022 – 2023. Free PDF downloads.
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16 of 16 resources
June 2023
7 filesComputer Science (9-1) – Mark scheme – Computational thinking, algorithms and programming
Computer Science (9-1) – Mark scheme – Computer systems
Computer Science (9-1) – Modified papers
Computer Science (9-1) – Question paper – Computational thinking, algorithms and programming
Computer Science (9-1) – Question paper – Computer systems
Computer Science (9-1) – Examiners’ report – Computational thinking, algorithms and programming
Computer Science (9-1) – Examiners’ report – Computer Systems
June 2022
5 filesComputer Science (9-1) – Mark scheme – Computer systems
Computer Science (9-1) – Modified papers
Computer Science (9-1) – Question paper – Computational thinking, algorithms and programming
Computer Science (9-1) – Question paper – Computer systems
Computer Science (9-1) – Mark scheme – Computational thinking, algorithms and programming
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2 filesAbout OCR GCSE Computer Science
Exam Paper Structure
First exam paper
Second exam paper
Key Information
| Exam Board | OCR |
| Specification Code | J277 |
| Qualification | GCSE |
| Grading Scale | 9–1 |
| Assessment Type | 2 |
| Number Of Papers | 2 |
| Exam Duration | 1 hour 30 minutes per paper |
| Total Marks | 160–180 |
| Available Sessions | 2022 – 2023 |
| Total Resources | 16 |
Key Topics in Computer Science
Topics you need to know
Exam Command Words
| Command word | What the examiner expects |
|---|---|
| Work out | Calculate the answer, showing your method |
| Show that | Provide a clear sequence of steps that proves the stated result |
| Find | Determine a value — show working unless told otherwise |
| Solve | Find the value(s) of the unknown that satisfy the equation |
| Explain | Give reasons for your answer using mathematical justification |
| Prove | Construct a logical, fully justified argument that establishes the statement |
| Estimate | Use rounded values to obtain an approximate answer |
| Comment on | Make a relevant statement about a graph, value or context |
Typical Grade Boundaries
| Grade | Approximate mark needed |
|---|---|
| Grade 9 | 76–86% |
| Grade 8 | 63–75% |
| Grade 7 | 51–62% |
| Grade 6 | 43–50% |
| Grade 5 | 35–42% |
| Grade 4 | 27–34% |
⚠️ Typical Higher tier boundaries across two papers. Actual boundaries vary by series — check the awarding body website.
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