GCSE Computer Science
Numeracy is heavy and specific: learners convert between denary, binary and hexadecimal, add in binary, work with base 2 storage units, calculate image, sound and compressed file sizes and routing costs, and reason with truth tables and DIV and MOD. Literacy centres on close reading of the Unit 2 scenario and requirements, precise technical vocabulary, short and extended judgement answers in Unit 1, and code annotation and test commentaries. The single biggest thing Key Stage 3 should build is fluent place value in base 2 and base 16, so that storage and file size calculations become routine.
- Awarding body
- WJEC
- Level
- Level 1 and Level 2
- First taught
- September 2025
- Amount of literacy work
- Medium
- Amount of numeracy work
- High
- Specification
- Open the specification
How this qualification is assessed
- Unit 1: Understanding Computer Science: Digital examination 1 hour 30 minutes, 50%, 80 marks
- Unit 2: Computer Programming: On-screen examination based on a pre-released brief, 2 hours, 50%, 80 marks, set and marked by WJEC
Skills that use Strategic competence
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Calculating file sizes for images and sound
Learners calculate the storage needed for graphics from dimensions and colour depth, and for sound from sampling rate, bit depth and length, then convert the result into suitable units.
Numeracy: Shape and space, Calculation, Strategic competence, Measurement, Communicating with symbols
Getting pupils ready
- Year 7
- Pupils draw an 8 by 8 pixel icon on squared paper using four colours, find the number of pixels as an area and work out that each pixel needs 2 bits.
- Year 8
- Pupils use width times height times colour depth to calculate the file size of their pixel art in bits and bytes, then predict what doubling the colour depth does.
- Year 9
- Pupils record a 10 second sound clip in Audacity, calculate its size from sample rate, bit depth and length, and compare their answer with the saved file size.
Show the specification wording and the LNF statements
Where it is in the specification: Unit 1, Section 1.2.1, page 13
“how to calculate the storage requirements for graphics using different dimensions, bit depths and colour depths.”
Progression step 3
I can find areas by counting squares, progressing to calculating the area of squares and rectangles using formulae.
I can multiply 2- and 3-digit numbers by a 2-digit number.
I can prioritise and organise the relevant steps needed to complete the task or reach a solution.
Progression step 4
I can demonstrate an understanding of the relationship between a formula representing a measurement and the units used.
I can use the order of operations including brackets and powers.
I can prioritise and organise the relevant steps needed to complete the task or reach a solution.
Progression step 5
I can recognise, model and apply the underlying mathematical structures and ideas within problems, in order to formulate and solve them.
I can refine methods of recording calculations.
I can understand and use a variety of compound measures.
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Calculating the cost of routing data
Learners calculate the cost of routing data across a network by adding link costs along possible routes and comparing the totals to find the cheapest.
Numeracy: Strategic competence, Calculation, Fluency
Getting pupils ready
- Year 7
- Pupils find the cheapest route for a message between rooms on a school map where each corridor has a cost, adding the totals for three routes.
- Year 8
- Pupils list every route between two routers on a six-node network diagram with decimal link costs, add each total and circle the lowest.
- Year 9
- Pupils recalculate the cheapest route when one link on a network diagram fails and write a sentence justifying their new choice with the totals.
Show the specification wording and the LNF statements
Where it is in the specification: Unit 1, Section 1.3.1, page 15
“cost calculation of routing data on a network.”
Progression step 3
I can select, trial and evaluate a variety of possible approaches and break problems into a series of tasks.
I can add and subtract numbers using whole numbers and decimals.
I can select and apply appropriate checking strategies.
Progression step 4
I can select, trial and evaluate a variety of possible approaches and break complex problems into a series of tasks.
I can use efficient written methods to add and subtract numbers and decimals of any size, including a mixture of large and small numbers with differing numbers of decimal places.
I can select and apply appropriate checking strategies.
Progression step 5
I can select, trial and evaluate a variety of possible approaches and break complex problems into a series of tasks.
I can prioritise and organise the relevant steps needed to complete the task or reach a solution.
I can select and apply appropriate checking strategies.
Good to know
- No marks are set aside for spelling, punctuation and grammar. The assessment objectives on page 28 cover only knowledge (AO1), application (AO2) and analysis (AO3), so accuracy of language is not separately credited.
- Both units are answered on screen, page 5: Unit 1 is a "Digital examination: 1 hour 30 minutes" and Unit 2 is an "On-screen examination based on a pre-released brief: 2 hours". Pupils need to type extended answers and calculations.
- The specification does not say whether a calculator is allowed in either unit, so centres should check the WJEC instructions for each series. Pupils should be able to do binary, hexadecimal and storage calculations by hand.
- No notes are allowed into the Unit 2 examination, page 28: "learners are not permitted to take any prompts or notes into the examination." A clean copy of the pre-release is provided.
- Unit 1 mixes question types, page 5: "Questions requiring objective responses, short and extended answers."
- Storage units use 1,024, not 1,000, page 13: "kilobyte (i.e. 1,024 bytes)". Pupils who learn 1,000 in Science or Mathematics need the difference made explicit.
- Appendix B, pages 34 to 36, fixes the operators and pseudocode conventions used in questions: "Logical operators AND OR NOT XOR will be in upper case." DIV and MOD are defined with worked examples such as "11 MOD 2 = 1".
- Appendix A, page 32, marks the numeracy strands for geometry and measurement and for statistics and probability as N/A for both units, so there is no graphing or statistics demand.
Links with other qualifications
Place value, powers, ratio and percentage reduction are taught in Mathematics, so agreeing shared language (for example 'column value' and 'simplest form') with the Mathematics department in Years 7 to 9 will help pupils transfer these skills to binary and file size work.
Source: WJEC GCSE Computer Science specification, teaching from 2025, for award from 2027, Version 3, September 2025.