Free WJEC GCSE Mathematics (3300) Exam Questions and Answers
WJEC GCSE Mathematics (3300) is WJEC's GCSE Mathematics qualification, specification 3300, taken in Wales. It is sat at Foundation or Higher tier. The questions here come from WJEC's published question papers from November 2016 to June 2025, plus its specimen papers, with answers and marking guidance taken from WJEC's own mark schemes. Written-answer questions let you work out your answer and then reveal what the mark scheme accepts; diagrams, graphs and source material appear with the questions that use them.
If you searched for WJEC GCSE Mathematics (3300) dumps, an ExamTopics discussion or a free PDF, this is the question bank for it: practice questions with verified answers and explanations, a timed practice test and updates whenever WJEC changes the exam.
Last updated: October 13, 2026
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Question #1
Shade the smallest number of squares needed to make the line AB a line of symmetry.

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Correct answer: Shade the 4 squares that are mirror images of the given shaded squares in line AB (the dark squares in the scheme's diagram).
Explanation
2 marks: all 4 correct squares and no more than 2 extra squares. 1 mark for all 4 correct squares and no more than 2 extra, or 3 correct squares and no more than 1 incorrect square, or 2 correct squares and no incorrect squares.
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Question #2
Blues, Dragons, Ospreys and Scarlets are four Welsh rugby teams. Aled asked a group of 170 pupils which of these 4 teams they preferred. He then drew this bar chart to show the data that he had collected. Aled knew that 50 of these pupils said that they preferred the Blues. Complete the table below. | Rugby team preferred | Number of pupils | | Blues | 50 | | Dragons | | | Ospreys | | | Scarlets | |

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Correct answer: Dragons 35, Ospreys 45, Scarlets 40
Explanation
3 marks for all three correct. 2 marks for any two correct entries, or one correct entry with evidence of the correct scale shown by at least one correct value and no incorrect value. 1 mark for any one correct entry, or the correct scale, or sight of '1 square = 5 pupils' or '2 squares = 10 pupils'.
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Question #3
Blues, Dragons, Ospreys and Scarlets are four Welsh rugby teams. Aled asked a group of 170 pupils which of these 4 teams they preferred. He then drew this bar chart to show the data that he had collected. A pupil is chosen at random from this group. What is the probability that this pupil preferred the Blues?

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Correct answer: 50/170 (or equivalent)
Explanation
2 marks. 1 mark for a numerator of 50 in a fraction less than 1. 1 mark for a denominator of 170 in a fraction less than 1. 1 mark for words such as '50 out of 170', '50 in 170' or '50:170'. If words and correct notation are seen, ignore the words. Ignore any further simplifying.
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Question #4
The points A and B are plotted on the grid below. Write down the coordinates of A and B. A ( ____ , ____ ) B ( ____ , ____ )

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Correct answer: A (3, 2), B (1, −4)
Explanation
1 mark for A and 1 mark for B.
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Question #5
The point C is the midpoint of the line AB. Find the coordinates of C. C ( ____ , ____ )

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Correct answer: C (2, −1)
Explanation
2 marks. 1 mark for a clear indication of the position of C. Alternative: follow through their A and B; method mark for ([x1+x2]/2, [y1+y2]/2), accuracy mark for correct evaluation.
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Question #6
Solve these equations. 7x = 56
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Correct answer: x = 8
Explanation
1 mark. Accept embedded answers. Mark the final answer.
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Question #7
Solve these equations. y + 19 = 83
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Correct answer: y = 64
Explanation
1 mark. Accept embedded answers. Mark the final answer.
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Question #8
Simplify the expression 12k – 15k + 7k.
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Correct answer: 4k
Explanation
1 mark.
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Question #9
Write down the value of 9².
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Correct answer: 81
Explanation
1 mark.
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Question #10
Work out 1·2 × 70.
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Correct answer: 84
Explanation
1 mark.
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Discussion
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