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Class X
ICSE Grade X - Circumference and Area of a Circle
Question
1
1.
If the area of a sector of a circle is 268.64 sq.cm and the area of the circle is 616.00 sq.cm, the radius of the circle is
9.00 cm
11.00 cm
17.00 cm
14.00 cm
19.00 cm
Question
2
2.
In the given figure, the circle circumscribes a rectangle with sides 19.00 cm and 14.00 cm. Find the area of the remaining portion other than the rectangle
171.64 sq.cm
179.64 sq.cm
155.64 sq.cm
196.64 sq.cm
Question
3
3.
In the given figure, ABCD is a square of side 20.00 cm . At the centre there is a circle with radius 5.00 cm and the same circle quadrants are at the four corners. Find the area of the shaded region.
225.86 sq.cm
228.86 sq.cm
257.86 sq.cm
242.86 sq.cm
259.86 sq.cm
Question
4
4.
The given figure consists of two quarter circles each of radius 16.00 cm and four semi-circles each of radius 8.00 cm. Find the area of the shaded region
402.29 sq.cm
409.29 sq.cm
399.29 sq.cm
418.29 sq.cm
388.29 sq.cm
Question
5
5.
If the inner and outer radii of a ring are 5.00 cm and 8.00 cm respectively, the outer circle area is
217.14 sq.cm
187.14 sq.cm
176.14 sq.cm
229.14 sq.cm
201.14 sq.cm
Question
6
6.
If the area of a sector of a circle is 129.21 sq.cm and the angle subtended at the center by the arc of the sector is 148.00°, the length of the arc of the sector is
22.84 cm
20.84 cm
30.84 cm
25.84 cm
28.84 cm
Question
7
7.
If the length of the arc of a sector is 10.48 cm and the angle subtended at the center by the arc of the sector is 60.00°, the radius of the circle is
5.00 cm
13.00 cm
10.00 cm
15.00 cm
7.00 cm
Question
8
8.
If the radius of a circle is 13.00 cm and the perimeter of a sector is 62.32 cm, the length of the arc of the sector is
33.32 cm
36.32 cm
39.32 cm
41.32 cm
31.32 cm
Question
9
9.
If the length of the arc of a sector is 35.10 cm and the area of the circle is 707.14 sq.cm, the area of the sector is
268.21 sq.cm
280.21 sq.cm
263.21 sq.cm
250.21 sq.cm
259.21 sq.cm
Question
10
10.
In the below figure, BCPQ is a quadrant of a circle. BC = 17.00 cm and AB = 14 cm . Find the area of the shaded region
123.07 sq.cm
108.07 sq.cm
94.07 sq.cm
125.07 sq.cm
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