Let from any point P on the line y=x, two tangents are drawn to the ci – InterviewSolution

1.	Let from any point P on the line y=x, two tangents are drawn to the circle (x−2)2+y2=1. Then the chord of contact of P with respect to given circle always passes through a fixed point, whose coordinates are given by
Answer» Let from any point $P$ on the line $y = x,$ two tangents are drawn to the circle $(x - 2)^{2} + y^{2} = 1.$ Then the chord of contact of $P$ with respect to given circle always passes through a fixed point, whose coordinates are given by

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