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Q.

A circle C1 passes through the origin O and has diameter 4 on the positive x-axis. The line y = 2x gives a chord OA of a circle C1. Let C2 be the circle with OA as a diameter. If the tangent to C2 at the point A meets the x-axis at P and y-axis at Q, then QA : AP is equal to :

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a

1 : 4

b

2 : 5

c

1 : 5

d

1 : 3

answer is A.

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Detailed Solution

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C1 : x2+y24x=0tan θ=2

Question Image

C2 is a circle with OA as diameter.

So, tangent at A on C2 is perpendicular to OR

Let OA=l

QAAP= cot θ tan θ=1tan2 θ=14

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