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Step-by-step explanation:
construction- join OB
in ∆AOB, OA=OB (radius of the circle)
angleBAO = angleABO = 20°(Base angle of isosceles triangle)
similarly, in ∆ BOC
angleBCO=angleCBO=15°
now, angle ABC=angle ABO + angle CBO
=20°+15°=35°
angle AOC= 2 times angle ABC ( Angle subtended at the center is double the angle subtended by the same chord AC in this case)
now angle AOC= 2* 35=70°
again, angle ABC + angle ADC= 180° ( THE SUM OF OPPOSITE ANGLES OF A CYCLIC QUADRILATERAL IS 180°)
=35°+ angle ADC= 180°
ADC= 180°-35°
ADC= 145°
HOPE THIS HELP YOU.
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