Model a ski jump curve: the ski jump starts off horizontally 80 feet above the bottommost part of the jump. it then slopes downward until it bottoms out at a horizontal distance of 120 feet from the starting position. the jump then heads back up and continues an additional 20 feet horizontally and five feet higher than the bottom of the ski jump. develop your own matlab program to determine precisely the ski jumping trajectory and generate a plot for the trajectory curve. hint: because the ski jump must begin horizontally, there is a horizontal tangent at (0, 80). likewise, because the ski jump bottoms out at (120, 0), there is a minimum, and thus a second horizontal tangent there.

hint: because the ski jump must begin horizontally, there is a horizontal tangent at (0, 80). likewise, because the ski jump bottoms out at (120, 0), there is a minimum, and thus a second horizontal tangent there.