V. arrow representing an initial velocity of 40 feet per second P = origin of a coordinate face of in a direction making system for a frame of reference a 150 foot an angle of 55p with cliff the horizon. The object of this problem is to create a parametric simulation of the flight of an object launched with an initial velocity of 40 feet per second from the edge of a 150 foot vertical cliff. The launch angle is 55' relative to the horizon. Point P in the illustration is given coordinates (0,0) as the origin of a coordinate system which creates a frame of reference for simulating the motion. A. Give an entry for XIT from which can be generated the horizontal distances from point P to a point right under the flying object at the various times used as T values. B. Give an entry for YIT from which can be generated the vertical distances from the flying object to points on the ground below the cliff at the various times used as T values. This entry should take into consideration both the initial vertical component of the motion and the fact that the object will under go a constant vertical acceleration of 32 feet per second per second due to its presence in the Earth's gravitational field. You might find it useful to refer to problem II right above. jest your entries by actually generating a parametric simulation of the flight of the object. The y - axis can be used as the face of the cliff and the x -axis as the ground under the cliff. If you are successful, the simulated flight should last a little over 4.2 seconds and the trajectory of the object should have a familiar shape. Viewing window--[0, 1 10], [0,225]