2. Todd B. mounts securely a rocket to the top of his car that can produce average of 36000 newtons of forwarding thrust for a few seconds. He wants to determine what his car's acceleration will be when it thrusted forward by the rocket. The car and rocket have a total mass of 1500 kg. The average coefficients of friction with the road and the tires is Us=0.450. The coefficient of drag is 0.800. The car is 3.0 meters long, 2.0 meters wide and 1.5 meters tall. The density of air is p=1.3kg/m. Remember that the equation for the force of drag is: D = 1/2PACav?. Help Todd with the following parts: A) Draw a freebody diagram for the car showing all forces acting on it. B) Calculate the acceleration of his car. Consider the shape of his car as a box with dimensions of 3.0m x 2.0m x 1.5m, C) Write a VPython program that will calculate the position, velocity and acceleration every tenth of a second for 5 seconds. Show all steps and add comments as needed. 2. Todd B. mounts securely a rocket to the top of his car that can produce average of 36000 newtons of forwarding thrust for a few seconds. He wants to determine what his car's acceleration will be when it thrusted forward by the rocket. The car and rocket have a total mass of 1500 kg. The average coefficients of friction with the road and the tires is Us=0.450. The coefficient of drag is 0.800. The car is 3.0 meters long, 2.0 meters wide and 1.5 meters tall. The density of air is p=1.3kg/m. Remember that the equation for the force of drag is: D = 1/2PACav?. Help Todd with the following parts: A) Draw a freebody diagram for the car showing all forces acting on it. B) Calculate the acceleration of his car. Consider the shape of his car as a box with dimensions of 3.0m x 2.0m x 1.5m, C) Write a VPython program that will calculate the position, velocity and acceleration every tenth of a second for 5 seconds. Show all steps and add comments as needed