I need help coding a matlab program that will plot a motorcycle jump. I understand I need to have the user input angle and velocity and make a function relating them to physics formulas and have the plot show a 15 meter ramp at the beginnning and the end and output the following information

Figure1 Fle Edt Vew Insert Tools Desktop Window Help Motorcycle Stunt Simulation 70 Jump ramp O Motorcycle Landing ramp (Optional) projection 60 40 30 20 10 10 20 40 50 70 x (m) Enter the incline angle of the jump ramp in degrees: 15 Enter the motorcycle jump speed in miles per hour (mph): 72 72.00 mph is 32.19 m/s. Initial velocity in the x-direction: 31.09 m/s Initial velocity in the y-direction: 8.33 m/s The time it takes to reach the maximum height: 0.85 sec The time the motorcycle is supposed to fly above the jump off point: 1.70 sec The horizontal distance the motorcycle can fly: 52.80 m 52.80 m is 173.24 ft. Part 2 Enter the horizontal distance of the obstacles in feet (ft): 192 192.00 feet is 58.52 m The height of the jump ramp is 4.02 m. The stuntman will crash before the landing ramp. Optional) Part 3 The maximum height of the jump is 7.56 mm Flight time is 2.09 sec. Figure1 Fle Edt Vew Insert Tools Desktop Window Help Motorcycle Stunt Simulation 70 Jump ramp O Motorcycle Landing ramp (Optional) projection 60 40 30 20 10 10 20 40 50 70 x (m) Enter the incline angle of the jump ramp in degrees: 15 Enter the motorcycle jump speed in miles per hour (mph): 72 72.00 mph is 32.19 m/s. Initial velocity in the x-direction: 31.09 m/s Initial velocity in the y-direction: 8.33 m/s The time it takes to reach the maximum height: 0.85 sec The time the motorcycle is supposed to fly above the jump off point: 1.70 sec The horizontal distance the motorcycle can fly: 52.80 m 52.80 m is 173.24 ft. Part 2 Enter the horizontal distance of the obstacles in feet (ft): 192 192.00 feet is 58.52 m The height of the jump ramp is 4.02 m. The stuntman will crash before the landing ramp. Optional) Part 3 The maximum height of the jump is 7.56 mm Flight time is 2.09 sec