AB is a minor arc in a circle with centre P, R is the point on the major arc except A And B l. If angle APB= 150, then angle ARB =
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Given : AB is a minor arc in a circle with centre P,
R is the point on the major arc
∠APB = 150°
To Find : ∠ARB
Solution:
AB is a minor arc in a circle with center P,
∠APB = 150°
and R is the point on the major arc
Hence ∠APB = 2 ∠ARB
=> 150° = 2 ∠ARB
=> ∠ARB = 75°
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