have no idea what to do. Can you please include the code with it in MATLAB.Thanks!

NOTE: All of your plots should have proper title, axes labels with units and legends. 2. The trajectory motion of a projectile is given as a function of time. X(t) = (vo cos(@))t 1 y(t) = (v, sin(0))t - gt where x is the horizontal distance or down range of the projectile in feet y is the vertical motion or height of the projectile in feet Vo is the initial velocity = 200 ft/s e is the angle with the horizontal when the projectile was launched g is the acceleration due to gravity (ft/s?] (Use the correct value for g) a. Derive an expression to find the total time of flight ty, tz, and t3 corresponding to angles of e at 30, 37.5, and 45 respectively. Use MATLAB to solve the equation and present the results for the total time of flight for ti, tz, and tz on the command window with 3 decimal places of accuracy. Hint: Think about the value of y(t) when the projectile reaches the total time of flight! b. On a new figure window, plot the three curves corresponding to x(C) versus t, xz(t) versus t, and X3(t) versus t. These three curves should be in the same figure window. Use 500 evenly spaced points to generate each of the curves. Where xn-horizontal motion of the projectile when = 30 during the time interval 0