in figure o, Centre of the circle, if Angle BOD = 160. fine the Value of x and y??
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Answered by
90
angle bod =160°
so angle x = 160÷2=80 ( angle subtended at the center by a arc is double the angle subtended by it on any point)
now reflex angle bod =360-160=200
reflex bod =200
y =200÷2=100 ( angle subtended by an arc is double the angle subtended by it on any point)
so angle x = 160÷2=80 ( angle subtended at the center by a arc is double the angle subtended by it on any point)
now reflex angle bod =360-160=200
reflex bod =200
y =200÷2=100 ( angle subtended by an arc is double the angle subtended by it on any point)
darkavenger18:
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Answered by
22
Answer:
x = 100°
y = 80°
In the given figure,
Let us draw an arc and join BD
Angle y = 160°/2 = 80°
(Angle substantiated by an arc is double at the center than any point on the circle)
The complimentary Angle BOD = 360° - 160° = 200°
There fore, using the same property,
Angle x = 200°/2 = 100°
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