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SSC Board Practice
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SSC Grade IX - Circles
Question
1
1.
If BCDE is a cyclic quadrilateral and ∠B − ∠D = 80°, then ∠D
80°
50°
65°
55°
60°
Question
2
2.
In the given figure, the bisectors of ∠C , ∠D & ∠E of △CDE meet the circumcircle at F , G & H. If ∠C = 48°, find ∠F
96°
81°
76°
66°
71°
Question
3
3.
In the given figure, O is the centre of the circle. If ∠HOI = 119° and ∠IJL = 77°, find ∠KHO
76.5°
56.5°
46.5°
51.5°
61.5°
Question
4
4.
Two circles are of radii 6 cm and 1 cm. If the distance between their centres is 9 cm, what is the length of their direct common tangent?
5.48 cm
6.48 cm
9.48 cm
7.48 cm
8.48 cm
Question
5
5.
The mid-point of the diameter of a circle is called
segment
centre
diameter
semi-circle
radius
Question
6
6.
In the given figure, which of the following angle pairs are equal?
{(s,p),(m,n),(l,r),(o,q)}
{(o,p),(r,n),(s,m),(l,q)}
{(l,q),(m,p),(n,s),(o,r)}
{(n,o),(p,l),(s,q),(r,m)}
{(n,q),(l,o),(p,r),(m,s)}
Question
7
7.
△FGH is inscribed in a circle with centre O. If ∠FOG = 144° and ∠GOH = 156°, find ∠HFG
93°
108°
78°
83°
88°
Question
8
8.
The minor segment of the circle is
ILJMI
IKJ
ILJ
NIKJN
IKJMI
Question
9
9.
In the given figure, △IEF is a scalene triangle. GE & HE trisect ∠IEF. Similarly FG & FH trisect ∠EFI. Given ∠FIE = 72°, find ∠FHE
108°
123°
118°
138°
113°
Question
10
10.
The minor arc of the circle is
KFIGK
FIG
KFHGK
FHGJF
FHG
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