In the given figure, AB is a tangent that touches the circle at a point called P , PQ is a chord, Angle BPQ =62⁰. Find the measure of the angle PRQ
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Angle BPQ = 62°
Angle QPR = 90°
Angle BPA = 180°
A = Angle
A PRQ + A BPQ + A QPR = 180°
A PRQ + 62° + 90° = 180°
A PRQ + 152 ° = 180°
A PRQ = 180° - 152°
A PRQ = 28°
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Answer:
Angle BPQ = 62°
Angle QPR = 90°
Angle BPA = 180°
A = Angle
A PRQ + A BPQ + A QPR = 180°
A PRQ + 62° + 90° = 180°
A PRQ + 152 ° = 180°
A PRQ = 180° - 152°
A PRQ = 28°
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