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ICSE Board Practice
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Class X
ICSE Grade X - Angle Properties of a Circle
Question
1
1.
In the given figure, a pentagon is inscribed in a circle with centre O. Given DE = EF = FG and ∠DEF = 138°. Find ∠DCE
21°
51°
36°
31°
26°
Question
2
2.
An arc subtends 90° in its alternate segment. The arc is
minor segment
major arc
minor arc
major segment
semi-circle
Question
3
3.
In the given figure, HI is a side of regular 10-sided polygon and HJ is a side of regular 8-sided polygon inscribed in a circle with centre O. Find ∠HIJ
32.5°
52.5°
27.5°
37.5°
22.5°
Question
4
4.
DEFGHI is a hexagon inscribed in a circle. Given ∠DEF = 116° & ∠FGH = 124°, find ∠HID
125°
130°
120°
135°
150°
Question
5
5.
In the given figure, O is the centre of the circle. If ∠KJL = 50° and ∠JLM = 32°, find ∠LNM
103°
98°
113°
128°
108°
Question
6
6.
Which of the following statements are true?
a)
If a trapezium is cyclic, it is a rectangle.
b)
A cyclic quadrilateral is a regular polygon.
c)
If a parallelogram is cyclic, it is a rectangle.
d)
If a rhombus is cyclic, it is a square.
e)
If a kite is cyclic, it is a square.
{b,d}
{e,a,c}
{c,d}
{a,c}
{b,d,c}
Question
7
7.
An arc subtends 77° in its alternate segment. The arc is
semi-circle
quadrant
minor arc
major arc
minor segment
Question
8
8.
The opposite angles in a cyclic quadrilateral are
linear pair
supplementary
complementary
equal
Question
9
9.
If two circles are concentric, then
their radii are same
their perimeters are same
their centres are same
their diameters are same
Question
10
10.
Angle subtended by the major arc at the centre is
straight angle
reflex angle
zero angle
obtuse angle
right angle
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