an initial velocity A golf ball, resting on a "tee" on the ground, is struck by a famous golfer, giving it Vo = V0.x + voj Assume that the ball moves without air resistance. Describe its motion using a Cartesian coordinate system with its origin located at the ball's initial position. Determine the vertical component of the initial velocity, Voy, in meters per second, assuming the ball reaches a maximum height of 39 m. Part (b) Determine the horizontal component of the initial velocity, Vox, in meters per second, assuming the ball travels a horizontal distance of 108 m before landing on the green. Part (c) Express the tangent of the angle that the golf ball's initial velocity vector makes with the horizontal in terms of the maximum height, ymax, and horizontal distance traveled, Xmax. Part (d) Calculate, in degrees, the angle between the ball's initial velocity vector and the horizontal.