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					 The tangents at two points A and B on the circle with centre O intersects at P ; If in quadrilateral PAOB, ∠AOB: ∠APB = 5 : 1, then measure of ∠APB is :
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                        -  30° 
 
-  60° 
 
-  45° 
 
- 15°
 
-  30° 
Correct Option: A
As per the given in question , we draw a figure of a circle with centre O,  
Given that , ∠AOB: ∠APB = 5 : 1,
From figure , 
∠ OAP = ∠ OBP  = 90° 
∠ AOB + ∠ APB = 180° 
⇒ 5∠ APB + ∠ APB = 180° 
⇒ 6 ∠ APB = 180° 
⇒ ∠ APB = 30°
 
	