AB is a diameter of a circle, with centre O. If ∠PAB = 55˚, ∠PBQ = 25˚, and ∠ABR = 50˚, find ∠PBA, ∠BPQ and ∠RAB
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Answer:
Angle PAB = 55
Angle PBQ = 25
Angle ABR = 50
Thus
Angle PBA + Angle PAB + Angle BPA = 180
55 + 90 + Angle PBA = 180
Angle PBA = 180 - 145
= 35
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