In physics, one can examine the kinematic properties of an object accelerating at a constant rate based on its initial position and initial velocity. The formula for distance traveled, s, is shown. SSO + Uot + 1 at at In this equation, so, is the initial distance away from the starting point, vo, is the initial velocity of an object, t is the time elapsed since the motion began, and a is the constant acceleration of the object. The derivative of the distance traveled with respect to time in Leibniz notation is dt dt' Find the formula for the object's instantaneous velocity, ds, when so = 40 units, vo = 16 units/s, and a = 10 units/s. Round all coefficients to one decimal place. ds dt units/s