(5.) A 10.0-m long, 300-N uniform pole is supported by hunter A at the left end and hunter B at the right end, with a 750-N deer hung at a point 3.0 m from the left end. Determine the upward forces required by each hunter. (6.) A ball is thrown straight up (vertically) from the ground with an initial speed of 128 ft/s. (g = 32 ft/ s2 or 9.8 m/ s2) (Designate up as +) (a) On the axes below, sketch the ball's acceleration, velocity, and position as functions of time. 4 a AS (b) What is the ball's velocity at the maximum height it reaches? (c) What is the ball's acceleration at the maximum height it reaches? (d) Determine the time it takes to reach its maximum height. (e) Determine the maximum height of the ball. (f) Determine the total time that the ball is in the air. (g) Determine the impact velocity of the ball at the ground