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REVIEW EXERCISE 22
Objective Questions1. In the diagram, O is the centre of a circle.
Which of the following statements is not correct?
A The part of the circumference TUVis a minor arc.
B The part of the circumference TWVis a major arc.
C The region that is bounded by the chord TVand the radii OTand OVis aminor segment.
D The unshaded region is a major sector.
2. The diagram shows a construction to determine the centre of a circle.
The correct order in the steps of the construction is
A I, II, III and IV
B I, III, IV and II
C IV, III, II and I
D III, IV, I and II
3. A circle has a radius of 6 cm and a circumference of 38 cm. An estimate of the value
of is
A7
23
B7
20
C5
17
D6
19
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4. A circle is drawn such that it touches the sides of a square with sides of length 7 cm.
By using =7
22, find the circumference, in cm, of the circle.
A 11
B 22C 44
D 66
5. A wire of length 176 cm is bent into a circle. By using =7
22, the radius, in cm, of
the circle is
A 28
B 56
C 63
D 88
6. In the diagram,PQR is an isosceles trianglesuch thatPR = QR = 14 cm andPQ = 7 cm. IfPLQ,
QMR andRNPare semicircles, then the perimeter,in cm, of the figure is
A 55
B 66
C 90
D 110
7. The circumference of a circle is 35.2 cm. By taking =7
22, calculate the area, in
cm2, of the circle.
A 49.28B 98.56
C 104.72
D 117.04
8. It is given that the area of a circle is 616 cm2. By using =7
22, the diameter, in cm,
of the circle is
A 7
B 14
C 21
D 28
9. In the diagram, Uand Vare the centres oftwo circles. The area, in cm2, of the shaded region is
A 18
B 24
C 27
D 45
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10. The diagram shows a composite figure
consisting of a trapezium and a semicircle. The
area, in cm2, of the figure is
A 192
B 269C 307
D 384
Questions 11 and 12 are based on the diagram below.
In the diagram,PQRSis a square with sides of length 14 cm.
PXSand QXR are two semicircles of the same size.
11. The perimeter, in cm, of the shaded region is
A 44
B 51
C 65
D 72
12. The area, in cm2, of the shaded region is
A 21B 34
C 42
D 58
13. The diagram shows a sector of a circle.
The length, in cm, of the arc GHis
A 3
B 5
C 6
D 7
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14. In the diagram, MNand UVare two arcs of circles with the common centre O. Mand
Nare the midpoints ofOUand OV.
Given that OU = OV= 14 cm and 7
22, the perimeter, in cm, of the shaded region
is
A 143
2
B 293
1
C 44
D 58
15. In the diagram, O is the centre of a circle with radius 9 cm.
If the length of the major arcLMis 102
1 cm, then the value ofx is
A 100
B 120
C 150
D 210
16. In the diagram, O is the centre of a circle andFG = 4.2 cm.
The perimeter, in cm, of the figure is
A 8.6
B 22
C 26.2
D 34.6
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17. The diagram shows a trapezium OPRS.PTis an arc of a circle with centre O.
The perimeter, in cm, of the shaded region is
A 34.67
B 36.79
C 37.67
D39.79
18. In the diagram, the length of the major arcPQ is 20 cm.
The radius, in cm, of the circle is
A 16
B 18
C 22
D 24
19. The diagram shows a hemispherical bowl with radius 4.9 cm and centre O. A marble
is released from pointPand it reached the point Q.
If the distance covered by the marble is 11.55 cm, then the anglePOQ, in degrees, is
(Use =7
22)
A 120
B 135
C 150
D 160
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U
20. A sector of a circle with radius 7 cm subtends an angle of 45 at the centre. By taking
=7
22, find the area, in cm2, of the sector of the circle.
A 19.25
B 20.75C 22.25
D 25.5
21. In the diagram, O is the centre of a circle. Ifthe area of the major sectorOUVis 54 cm2,
calculate the radius, in cm, of the circle.
A 6
B 9
C 15
D 16
22. The diagram shows a sector of a circle withan area of 20 cm2. The size of the anglePOQ, indegrees, is
A 36
B 45
C 72
D 80
23. In the diagram, OLMis a sector of a circle with radius 7 cm and centre O.
By taking =7
22, the area, in cm2, of the shaded region is
A 14
B 15
C 20
D 24
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24. In the diagram, O is the common centre of sectors of two circles.
The area, in cm2, of the shaded region is
A 27
B 45
C 48
D 75
25. In the diagram,LMNandPQR are sectors of two circles with different radii.
If the sectors have the same area, then the value ofJ, in cm, is
A 4
B 6
C 8D 12
Questions 26 and 27 are based on the diagram below.
In the diagram,PQR and QPSare sectors of two circles with radius 9 cm each.
26. The perimeter, in cm, of the shaded region is
A 8
B 4 + 9
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C 8 + 9
D 8 + 18
27. The area, in cm2, of the shaded region is
A 18 B 27
C 36
D 54
28. In the diagram, OPQ and ORSare sectors of circles with radiix cm and 5 cm
respectively.
If both the sectors have the same area, then the value ofx is
A 8
B 10
C 12
D 15
29. In the diagram, MNis an arc of a circle with centreE.EMFandENG are straightlines.
If the area of the shaded region is (29 ) cm2, then the length, in cm, ofMEis
A 4
B 6
C 7
D 8
30. The diagram shows a parallelogramPQRS. QTis an arc of a circle with centreP.
The area, in cm2, of the shaded region is
A 162 27
B 162 54
C 189 27
D 189 54
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