Question

Let the particle starts from the point (2, 0) and moves π / 2 units, on circle C₂ in the counterclockwise direction, then moves on the circle C₃ along the tangential path, let this straight line (tangential path traced by particle) intersect the circle C₃ at the points A and B tangents drawn at A and B intersect at

a. \(\frac{9}{2\sqrt{2}}:\frac{9}{2\sqrt{2}}\)

b. \(\left(9\sqrt{2},9\sqrt{2}\right)\)

c. (9, 9)

d. \(\left(\sqrt{2},\sqrt{2}\right)\)

Answer 1

Correct option is   a. \(\frac{9}{2\sqrt{2}}:\frac{9}{2\sqrt{2}}\)