SSC Board Practice

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SSC Grade X - Tangents and Secants to a Circle

Question 1

1.	The angle subtended by the semicircle at the centre is
	185° 195° 190° 180° 210°

Question 2

2.	O is the centre of the circumcircle of △HIJ. Tangents at H and J intersect at K. If ∠HKJ = 39.62°, find ∠JIH
	75.19° 80.19° 70.19° 85.19° 100.19°

Question 3

3.	In the given figure, arcs of two concentric circles of radii 20.00 cm and 6.00 cm are drawn with center O. If ∠EOF = 50°, find the area of the shaded region
	158.89 sq.cm 145.89 sq.cm 180.89 sq.cm 152.89 sq.cm 162.89 sq.cm

Question 4

4.	If two circles of radii 12 cm and 2 cm touch internally, the distance between their centres is
	9 cm 8 cm 12 cm 10 cm 11 cm

Question 5

5.	A chord that passes through the centre of the circle is called
	major segment radius diameter semi-circle circumference

Question 6

6.	In the given figure, BC = 7 cm and AB = 13 cm. Find the area of the shaded region
	107.79 sq.cm 125.79 sq.cm 111.79 sq.cm 153.79 sq.cm 140.79 sq.cm

Question 7

7.	A line which touches a circle at only one point is called a
	tangent segment centre quadrant diameter

Question 8

8.	The minor arc of the circle is
	DFEHD IDFEI DGE DFE DGEHD

Question 9

9.	In the given figure, O is the centre of the circle and LM is the tangent at I. If ∠JIK = 37° and ∠LIJ = 79°, find ∠IKJ
	42° 52° 72° 47° 57°

Question 10

10.	The segment of the circle containing the centre of the circle is called
	radius chord diameter major segment centre

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