24u r close to answer.......
a similar question to this one was asked way back...........
has high chance of getting repeated.......
paragraph:
for each positive real no. k, let Ck denoite the circle with center at origin and radius k units.On a circle Ck, a particle moves k units in counter clock wise direction.After completing its motion on Ck the particle moves on circle Ck+γ,in some well defined manner where γ>0.The motion of particle continues in this manner.
Q1 Let the particle start from point A(2,0) and moves π/2 units ,on circle C2 in the counter clock wise direction,then moves on C3 along tangential path,let this straight line(tangetial path traced by particle) intersect the circle C3 at points A and B .Then calculate point of intersection of the tangents drawn at A and B.
Q2 Let k ε I+,γ ε R particle moves tangentially from circle Ck to Ck+γ,such that length of tangent is equal to k units itself.If particle starts from point Q(1,0), then find point at which it crosses X axis
Q3 Let k ε I+,γ=1, particle moves in radial direction from circle Ck to Ck+1.IF particel starts from point P(1,0), then point at which it cross X axis.[1][1][1]
there may be some typo......plz dont get angry......[1][1]
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6 Answers
1Q1 → pt of intesection = (9/2√2 , 9/2√2)
i made a small idiotic error !
24what about other parts????????????
plzzzzz solve them and appreciate the time i wasted writing them..