Arcs and sectors: AQA GCSE Maths questions
Every AQA GCSE Maths exam question on G18 Arcs and sectors, 2017–2025, with its mark scheme and examiner’s report.
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All 10 questions on Arcs and sectors, as a list
- June 2025, Paper 2H, Q8 (4 marks): Here is a circle, centre O. Not drawn accurately 8 (a) The circle has a circumference of 20 cm Assume that angle x is 90° Work out the shaded area. Give your an
- June 2024, Paper 1H, Q12 (3 marks): A sector has radius 12 cm and angle 60° Work out the length of the arc. Give your answer in terms of π Not drawn accurately Answer cm
- November 2023, Paper 1H, Q10 (5 marks): Shape A is a circle with radius 2 17 cm Shape B is a sector of a circle with radius 5cm Not drawn accurately Which shape has the greater area, A or B? You must
- June 2022, Paper 1H, Q11 (4 marks): Here are two shapes, P and Q. Not drawn accurately How many times bigger is the area of P than the area of Q? You must show your working. Answer
- November 2020, Paper 1H, Q12 (5 marks): Two wire shapes make an earring. The shapes are a circle with radius 21 mm and a quarter circle. Not drawn accurately radius of circle : radius of quarter circl
- November 2019, Paper 1H, Q26 (4 marks): Here are a circle and a sector of the circle. They each have radius r. Not drawn accurately circumference of circle = perimeter of sector Work out the size of a
- June 2019, Paper 1H, Q3 (1 mark): Work out the arc length, in metres, of a semicircle of radius 6 metres. Circle your answer. 3π 6π 12π 18π
- June 2019, Paper 3H, Q16 (2 marks): Here are two sectors from different circles. Which sector has the bigger area? Tick a box. Sector A Sector B Show working to support your answer. Not drawn accu
- November 2017, Paper 2H, Q22 (5 marks): The cross section of an earring is a semicircle, centre C, radius 25 mm The earring is black and white. The shaded area is black. Not drawn accurately Sector BC
- June 2017, Paper 2H, Q25 (5 marks): The diagram shows a logo. ABE and DCE are congruent triangles. BCE is a sector of a circle, centre E. Not drawn accurately Show that the area of the logo is 510
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