p કેન્દ્રિત વર્તુળ માં ચાપ AB એ લઘૂચાપ છે R એ ગુરુચાપ પર નું A અને B સિવાય નું બિદુ છે જો ખૂણો APB =150 હોય તો ખૂણો અરબ=.
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Given : AB is small arc
∠APB = 150°
P is center of circle
R is a point on larger arc AB
To Find : ∠ARB
Solution:
∠APB = 150°
Angle by an arc on center is double of the angle formed at remaining circle
=> ∠APB = 2 ∠ARB
=> ∠ARB = (1/2) ∠APB
=> ∠ARB = (1/2) 150°
=> ∠ARB =75°
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