Angle XYZ is inscribed in a circle with centre O. If Angle XYZ = 35 degree , find the measure
of the arc intercepted by Angle XYZ .
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Step-by-step explanation:
OY=OZ=radius=r
Given YZ=r
⟹△OYZ is equilateral
⟹∠YOZ=60
∘
We know that angle made by a chord on any point on the circle is half the angle made by the chord at the center
⟹∠YXZ=
2
∠YOZ
⟹∠YXZ=
2
60
=30
∘
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