A body is moved along a straight line by a machine delivering constant power. The distance moved by the body in time " t " is proportional to ?

As the body is all moving in a straight line with machine delivering constant power then,work done (W) by the body is = Force ∙ Distance,as dW/dt = Constant
Therefore, d/dt(F.s) = Constant  F. ds = Constant dtDo the integration from both the side, then,  ∫ F. ds = Constant ∫ dt
On solving the above equation we get,  Distance "s" = t const/F.
From this relation we can just see the relation of distance with the rest of the terms