In this work we report directed motion in a 2D system of particles interacting via Yukawa force on a one-dimensional asymmetric periodic Ratchet and subjected to time periodic drive. We have shown the presence of directed motion through a measure of non-zero average velocity despite external forces having zero spatio-temporal average. We find that the directed motion is a non-monotonic function of strength and frequency of external time periodic drive for a fixed set of Ratchet parameters. The peak of directed velocity is found to shift to high driving strengths with increase in driving frequency. The dynamics of the system is explored through various diagnostics such as average position, average velocity, diffusion, power cycle, probability distribution. Our system possess a peculiar feature called hysteresis in velocity when external drive force varies during its period, introducing a phase shift in the system. We find that it is the interplay of driving strength and frequencies that decides the dynamics of the system.