A bascball player hits a ball at time t = 0 from a hcight of 1 m above the ground. The ball leaves the bat at 45 m/s, angling 15 above the horizontal. (a) Write equations for the T-position and y-position of the ball as a function of time. Include the information and values given in the problem. (b) Find the maximum height of the ball along its trajectory. (c) An outfielder is standing 90 m away from the batter directly along the path of the ball. As soon as the batter hits the ball, the outfielder begins running in the direction away from the batter with a constant horizontal speed of vo, holding his glove at a height of 2 m above the ground. Find the speed vo the outfelder would have to run so that the ball lands directly in the outfielder's glove