A particle moves in a circle in such a way that, its tangential deceleration is numerically equal to its radial acceleration. If the initial velocity of the particle is V_(0), find the variation of its velocity with time

A particle moves in a circle in such a way that, its tangential decele

1.	A particle moves in a circle in such a way that, its tangential deceleration is numerically equal to its radial acceleration. If the initial velocity of the particle is V_(0), find the variation of its velocity with time
Answer» `(V_(0))/(1+ (V_(0)t)/(R))` `(V_(0)t)/(1+ (V_(0)t)/(R))` `(V_(0))/(t+ (V_(0)t)/(R))` None of above Answer :A