if o is the centre of the circle then find the value of x
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sesha75:
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Answer:
in figure,
angle CAD=x
angle BCD=2x
we know according to circle concept ,
angle CAD = angle CBD
so,
angle CBD=x
also line BC contains center of circle hence triangle CDB is right angle triangle.
hence,
angle CDB= 90 degree
now
we know ,
sum of all angles of triangle is equal to 180 degree .
so,
angle BCD +angle CBD +angle CDB=180
2x + x +90 =180
=> 3x=180-90
=> x=90/3
=> x=30 degree
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