Paper 1: Non-calculator June 2025 Foundation tier, Question 25 1 mark
Circle the value of sin 90 °
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AQA GCSE Maths
Topic questions Pure mathematics Exact trigonometric values
Exact trigonometric values
19 questions · 55 marks · about 1 hour
Exact trigonometric values questions
TopicExact trigonometric values▾
AQA 8300 Exact trigonometric values 19 questions
Paper 1: Non-calculator June 2025 Higher tier, Question 18 3 marks
where a and b are integers.
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Paper 1: Non-calculator November 2024 Foundation tier, Question 25 1 mark
Write down the value of sin 90 °
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Paper 1: Non-calculator November 2024 Higher tier, Question 13 5 marks
(a)
[3]
By rounding each number to one significant figure,
You must show your working.
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(b)
[2]
Here is a triangle.
Sam attempts to find the value of cos x using the cosine rule.
Identify two errors Sam has made.
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Paper 1: Non-calculator June 2024 Higher tier, Question 25 4 marks
Show that the value of 6 sin 30 ° + 2 cos 30 ° × 4 tan 30 ° is an integer.
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Paper 1: Non-calculator November 2023 Foundation tier, Question 21 1 mark
Write down the value of cos 90 °
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Paper 1: Non-calculator November 2023 Higher tier, Question 20 3 marks
x and y are acute angles.
w = 3 x – 2 y
Work out the value of cos w You must show your working.
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Paper 1: Non-calculator June 2023 Higher tier, Question 25 4 marks
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Paper 1: Non-calculator November 2022 Foundation tier, Question 27 3 marks
Use trigonometry to work out the value of x.
x = cm
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Paper 1: Non-calculator November 2022 Higher tier, Question 23 4 marks
4 × sin 30 ° × tan 30 ° × cos 30 ° = sin y Work out one possible value of y. You must show your working.
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Paper 1: Non-calculator June 2022 Higher tier, Question 28 4 marks
Work out the value of (cos 30° × sin 45° × tan 60°)2
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Paper 1: Non-calculator November 2019 Higher tier, Question 29 4 marks
Also involves Surds
Show that the value of 5 sin 30 ° × cos 30 ° × 8 tan 30 ° is an integer.
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Paper 1: Non-calculator June 2019 Higher tier, Question 27 3 marks
Angle x is acute. cos x = sin 60° × tan 30° Work out the size of angle x. You must show your working.
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Paper 1: Non-calculator November 2018 Foundation tier, Question 24, also on the Higher paper 1 mark
Circle the value of cos 30°
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Paper 1: Non-calculator November 2018 Higher tier, Question 4, also on the Foundation paper 1 mark
Circle the value of cos 30°
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Paper 1: Non-calculator November 2018 Higher tier, Question 26 5 marks
Work out the value of w.
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Paper 1: Non-calculator June 2018 Higher tier, Question 30 3 marks
Show that the value of cos 30° × tan 60° + sin 30° is an integer.
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Paper 1: Non-calculator June 2017 Foundation tier, Question 27 1 mark
Circle the value of cos 90°
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Paper 1: Non-calculator June 2017 Higher tier, Question 29 4 marks
Also involves Surds
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