A famous golfer strikes a golf ball on the ground, giving it an initial velocity v = v0xi + v0yj. Assume the ball moves without air resistance and its motion is described using a Cartesian coordinate system with its origin located at the ball?s initial position. Randomized Variables v0x = 6 m/s v0y = 3.2 m/s
Part (a) Determine the maximum height above ground, hmax in meters, attained by the golf ball.
Part (b) Express the total horizontal distance, xmax, the ball travels when it returns to ground level in terms of v0x, v0y, and g.
Part (c) Evaluate the total horizontal distance, xmax in meters, the ball travels when it returns to ground level.