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A particle moves on a circle of radius r with centripetal acceleration as function of time as ac=k2rt2 where k is a positive constant .Find the following quantities as a function of time at an instant. (A) The speed of the particle. (B) The tangential acceleration of the particle (C) the resultant acceleration and (D) Angle made by the resultant with tangential direction

Now we know that the magnitude of centripetal acceleration is given by, ac=v2/r where, v is the linear velocity of the particle and r is the... View Article