Calculate the area of a circle with radius 12cm.
............................................. cm2
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Syllabus Edition
First teaching 2021
Last exams 2024
Calculate the area of a circle with radius 12cm.
............................................. cm2
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A circle has diameter 6 cm.
Calculate the area of the circle.
Give the units of your answer.
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Henry buys a circular mirror for the room.
The diameter of the mirror is 80 cm.
Calculate the circumference of the mirror.
.............................................. cm
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Calculate the circumference of a circle with radius 4.5cm.
.............................................. cm
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A circle has diameter 7 cm.
Show that the circumference of the circle is 21.99cm, correct to 2 decimal places.
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The diagram shows a semicircle with diameter 9 cm.
Calculate the total perimeter of this semicircle.
......................................... cm
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There is a circular pool in the play area at a local park.
The pool has a diameter of 8 m.
Calculate
..........................m [2]
........................... m2 [2]
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Rachel has a pond in her garden in the shape of a circle.
The circumference of the pond is 4.25m.
Calculate the diameter of the pond.
Give your answer in centimetres.
............................................ cm
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A circle has a circumference of 56mm.
Work out the radius of this circle.
.............................mm
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is a sector of a circle with radius 9 cm and centre .
The angle at is 30°.
Calculate the area of this sector.
Give your answer in terms of .
......................................... cm2
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The diagram shows a circle, centre , radius 11 cm.
and are points on the circumference of the circle.
The line touches the circle at and is parallel to the line .
is a point on and angle = 140°.
Write down the mathematical name of the straight line.
[2]
Angle = ................................................. [2]
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The diagram shows a square with vertices on the circumference of a circle, centre .
The radius of the circle is 6 cm.
Work out the shaded area.
.......................................... cm2
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The diagram shows a rectangle and two semicircles with diameters and .
This diagram is a scale drawing of a running track.
1 centimetre represents ............................ metres.
[2]
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This shape is drawn using two semicircles that have the same centre.
The large semicircle has radius 7cm.
The small semicircle has radius 3cm.
Calculate the area of the shape.
.............................. cm2
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The distance between Lexford Station and Crowton Station is 6.5km.
............................. min [3]
[4]
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Points and are on the circumference of a semicircle, centre and radius 8 cm.
Angle = 90°.
Calculate the shaded area.
.........................................cm2
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