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100+ Free WJEC GCSE Numeracy Practice Questions

WJEC GCSE Mathematics - Numeracy (Wales) practice questions are available now; exam metadata is being verified.

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Key Facts: WJEC GCSE Numeracy Exam

2 units

Unit 1 non-calculator and Unit 2 calculator-allowed, each worth 50%

WJEC GCSE Mathematics - Numeracy specification

3 tiers

Foundation (C-G), Intermediate (B-E) and Higher (A*-C)

WJEC GCSE Mathematics - Numeracy specification

1h 30m

Length of each unit at Foundation and Intermediate tiers

WJEC GCSE Mathematics - Numeracy specification

1h 45m

Length of each unit at Higher tier

WJEC GCSE Mathematics - Numeracy specification

A*-G

GCSE grading scale used by WJEC in Wales

WJEC GCSE grade points

Summer 2026

Final series for the standalone GCSE Mathematics - Numeracy

Qualifications Wales / WJEC

From 2025

New GCSE Mathematics and Numeracy (Double Award) first taught, first awarded November 2026

WJEC GCSE Mathematics and Numeracy (Double Award)

100

Free original applied-numeracy practice questions here

OpenExamPrep

WJEC GCSE Mathematics - Numeracy is a Welsh GCSE that tests applying maths to real-life, financial and everyday contexts. It is assessed by two written units, Unit 1 (non-calculator) and Unit 2 (calculator-allowed), each worth 50%; each unit is 1 hour 30 minutes at Foundation and Intermediate tiers and 1 hour 45 minutes at Higher. It is tiered with grade ranges Foundation C-G, Intermediate B-E and Higher A*-C, and there is no single pass mark. Summer 2026 is the last series before the new GCSE Mathematics and Numeracy (Double Award) is awarded from November 2026. This 100-question bank gives original applied-numeracy practice in pounds-sterling and UK contexts across all six content areas.

Sample WJEC GCSE Numeracy Practice Questions

Try these sample questions to test your WJEC GCSE Numeracy exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1Megan earns £9.60 per hour and works 35 hours in a week. What is her gross weekly pay?
A.£316.80
B.£326.00
C.£336.00
D.£345.60
Explanation: Gross pay = hourly rate × hours = £9.60 × 35. 9.60 × 35 = 9.60 × 30 + 9.60 × 5 = 288 + 48 = £336.00.
2A jacket costs £80. In a sale it is reduced by 15%. What is the sale price?
A.£65
B.£68
C.£72
D.£75
Explanation: 15% of £80 = 0.15 × 80 = £12. Sale price = £80 − £12 = £68. You can also compute 85% of £80 = 0.85 × 80 = £68.
3A supermarket sells a 500 g bag of rice for £1.40 and a 2 kg bag for £5.20. Which is better value, and what is the price per kilogram of the cheaper option?
A.The 500 g bag, at £2.60 per kg
B.The 2 kg bag, at £2.60 per kg
C.The 500 g bag, at £2.80 per kg
D.The 2 kg bag, at £2.80 per kg
Explanation: 500 g bag: £1.40 for 0.5 kg = £2.80 per kg. 2 kg bag: £5.20 ÷ 2 = £2.60 per kg. The 2 kg bag is cheaper per kg, at £2.60 per kg.
4Dafydd invests £2,000 in a savings account paying 3% simple interest per year. How much interest does he earn after 4 years?
A.£60
B.£120
C.£240
D.£251.02
Explanation: Simple interest = principal × rate × time = £2,000 × 0.03 × 4 = £240. Simple interest is the same £60 each year, so 4 × £60 = £240.
5£500 is invested at 4% compound interest per year. What is the value of the investment after 2 years?
A.£520.00
B.£540.00
C.£540.80
D.£541.60
Explanation: Compound: value = 500 × 1.04². 1.04² = 1.0816, so 500 × 1.0816 = £540.80. Year 1 gives £520; year 2 adds 4% of £520 = £20.80.
6Sioned's annual salary is £24,000. She pays income tax at 20% on her earnings above the £12,570 tax-free personal allowance. How much income tax does she pay in the year?
A.£2,286
B.£2,486
C.£4,800
D.£11,430
Explanation: Taxable income = £24,000 − £12,570 = £11,430. Tax = 20% of £11,430 = 0.20 × 11,430 = £2,286.
7A holidaymaker exchanges £300 into euros at a rate of £1 = €1.16. How many euros does she receive?
A.€258.62
B.€316.00
C.€348.00
D.€384.00
Explanation: To convert pounds to euros, multiply by the rate: 300 × 1.16 = €348.00.
8A meal in a restaurant costs £40 before VAT. VAT is charged at 20%. What is the total bill including VAT?
A.£42
B.£44
C.£48
D.£60
Explanation: VAT = 20% of £40 = £8. Total = £40 + £8 = £48. Equivalently, 120% of £40 = 1.2 × 40 = £48.
9A phone is priced at £210 after a 30% reduction in a sale. What was its original price?
A.£240
B.£273
C.£280
D.£300
Explanation: The sale price is 70% of the original. So original = £210 ÷ 0.70 = £300. Check: 30% of £300 = £90, and £300 − £90 = £210.
10Rhys buys a bike for £150 and later sells it for £180. What is his percentage profit?
A.16.7%
B.20%
C.25%
D.30%
Explanation: Profit = £180 − £150 = £30. Percentage profit = profit ÷ cost × 100 = 30 ÷ 150 × 100 = 20%.

About the WJEC GCSE Numeracy Practice Questions

Verified exam format metadata for WJEC GCSE Mathematics - Numeracy (Wales) is pending. The practice questions above remain available while official exam length, timing, passing score, fee, and administrator details are reviewed.