I am trying to write code for this in Wolfram Mathematica and i cant get it to work, the syntax is terrible, please help me!

Part Two A television camera is mounted on a stand 2 feet high. It is positioned 15 feet behind home plate (see figure). A batter hits the ball in a path directly away from the camera modeled by the equation: y-0.002x2 +0.577x +3 (x,u) 2 45 (a) Write the angle of elevation 0 of the camera as a function of x (do not use Mathematica) (b) Graph the path of the ball and the angle of elevation function from part (a) on two separate graphs. Make the second graph directly below the first one and to the same horizontal scale for comparison purposes Find the maximum height of the ball and the maximum angle of elevation of the camera. Do the two extrema occur at the same time? Explain why or why not. (c) Part Two A television camera is mounted on a stand 2 feet high. It is positioned 15 feet behind home plate (see figure). A batter hits the ball in a path directly away from the camera modeled by the equation: y-0.002x2 +0.577x +3 (x,u) 2 45 (a) Write the angle of elevation 0 of the camera as a function of x (do not use Mathematica) (b) Graph the path of the ball and the angle of elevation function from part (a) on two separate graphs. Make the second graph directly below the first one and to the same horizontal scale for comparison purposes Find the maximum height of the ball and the maximum angle of elevation of the camera. Do the two extrema occur at the same time? Explain why or why not. (c)