Published by:
CGP EDU Academic Team
Published on: August 14, 2026
Let C1, C2 are two circles each of radius 1 touching internally the sides of triangles POA1, PA1A2 respectively where P ≡ (0, 4) O is origin, A1, A2 are the points on positive x-axis.
On the basis of above passage, answer the following questions :
(i) Angle subtended by circle C1 at P is-
A
tan–1 
(3, 1) 
(3, 1)
B
2 tan–1 
(3 
, 1) 
(3 , 1)
C
tan–1 
(3 
, 1) 
(3 , 1)
D
2 tan–1 
(ii) Centre of circle C2 is- None of these (iii) Slope of line pA2 is- 
(ii) Centre of circle C2 is- None of these (iii) Slope of line pA2 is-
Text Solution
Verified by ExpertsThe correct answer is:
C,A
Ans.
(i)
Sol. tan–1 
(ii)
Sol. (3 
, 1)
(iii)
Sol. 
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