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CBSE Board Practice
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Class IX
Class X
CBSE Grade IX - Circles
Question
1
1.
In the given figure, O is the centre of the circle. If ∠OFH = 27°, find ∠G
132°
117°
147°
122°
127°
Question
2
2.
O is the centre of the circle and OK = JK. Find reflex ∠KOI
240°
250°
255°
270°
245°
Question
3
3.
Which of the following statements are true?
a)
An infinite number of diameters may be drawn for a circle.
b)
Every circle has a unique diameter.
c)
Two semi-circles of a circle together make the whole circle.
d)
An infinite number of chords may be drawn for a circle.
e)
One and only one tangent can be drawn to a circle from a point outside it.
{e,c}
{a,c,d}
{b,e,d}
{b,a,c}
{b,a}
Question
4
4.
In the given figure, O is the centre of the circle and chord IJ is equal to chord JK and JM is a diameter. If ∠MIO = 24° and ∠KLM = 114°, find ∠IJK
162°
147°
137°
142°
132°
Question
5
5.
In the given figure, ∠GIJ = 12° and ∠GKJ = 23°, find ∠IGJ
55°
60°
85°
65°
70°
Question
6
6.
If the radius of the circumcircle is half the length of a side of the triangle, then the triangle is
right angle triangle
equilateral triangle
acute angled triangle
obtuse angled triangle
Question
7
7.
If the radius of a circle is 49 cm, what is its diameter?
100 cm
97 cm
99 cm
96 cm
98 cm
Question
8
8.
In the given figure, O is the centre of the circle and BE is a diameter. If ∠CDE = 117°, find ∠CAB
37°
57°
32°
27°
42°
Question
9
9.
Two circles touch internally. L is the centre of the bigger circle and lies on the smaller circle. If ∠IJK = 70°, find ∠I
25°
35°
20°
50°
30°
Question
10
10.
An arc subtends 139° in its alternate segment. The arc is
minor arc
quadrant
semi-circle
major arc
major segment
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