In the 1994 action-adventure film Speed, a Los Angeles bus with a bomb that was set to explode if the speed of the buss fell below 50 mph (22 m/s). The police discovered the bomb and routed the buss on to a segment of freeway that was still under construction. In a twist of the plot, they overlooked a 50-foot (15 m) horizontal gap in the construction. Since the bomb would explode and kill everyone on board if they slowed down, the bus must jump the gap. Write a MATLAB Graphical User Interface (GUI) program to simulate and animate this movie stunt for the movie crew and compute if the actors and the bus can survive the jump at different freeway incline angles and bus speeds. Show 2 pictures in GUI when the program starts Show the plot of the freeway and the gap when the program starts. Draw 20 meters of the horizontal freeway before the jump off point in the plot. The freeway is 50 feet (15 m) above the ground at the jump off point. Decide an initial value of the freeway incline angle, compute and draw the incline of the freeway in the plot. If the angel is initialized to 0, draw a 20-meter horizontal line. Draw another 45 meters of freeway after the 15-meter horizontal gan in the plot In the 1994 action-adventure film Speed, a Los Angeles bus with a bomb that was set to explode if the speed of the buss fell below 50 mph (22 m/s). The police discovered the bomb and routed the buss on to a segment of freeway that was still under construction. In a twist of the plot, they overlooked a 50-foot (15 m) horizontal gap in the construction. Since the bomb would explode and kill everyone on board if they slowed down, the bus must jump the gap. Write a MATLAB Graphical User Interface (GUI) program to simulate and animate this movie stunt for the movie crew and compute if the actors and the bus can survive the jump at different freeway incline angles and bus speeds. Show 2 pictures in GUI when the program starts Show the plot of the freeway and the gap when the program starts. Draw 20 meters of the horizontal freeway before the jump off point in the plot. The freeway is 50 feet (15 m) above the ground at the jump off point. Decide an initial value of the freeway incline angle, compute and draw the incline of the freeway in the plot. If the angel is initialized to 0, draw a 20-meter horizontal line. Draw another 45 meters of freeway after the 15-meter horizontal gan in the plot