2. A baseball thrown from the outfield, a golf ball, or a thrown football, all will follow a trajectory (path) that has horizontal as well as vertical displacement components. If we neglect the air friction on the ball, the path will be a perfect parabolic trajectory. The equations for the displacement of the ball are: x(t) = x + Vort y(t) yo+Voyt - Voyt-gt² Take gravity g as 9.81 meters per second, and the initial velocity, V., equal to 35 meters/second. Use Excel to show the ball trajectory for different launch angles, for that: a) Plot y(t) vs. x(t) for various launch angles (20, 30, 45, 60, and 70 degrees). Your final plot should look similar to the figure below. Range R vs Launch Angle e for a Given Initial Velocity Vo y Launch Angle of Elevation 0° Altitude Ө 70° 60° 45 30 20° Parabolic Trajectories Range b) Determine the range and maximum height for each trayectory. x