USING MATLAB!!!

asap, will get thumbs up :)

[35 pts] A train and a car are moving perpendicular to each other. The train is moving along the y-axis and the car is moving along the x-axis. The train is moving at a constant velocity or 60 miles per hour. The car has an initial velocity of 35 miles per hour and accelerating at 4 feet per second squared. The initial position of the train is -600 feet and the initial position of the car is -325 feet. The distance between the train and the car is d = Vy2 + x2. The velocity of the train relative to the car is Vt/c = Vtrain Display in the command window a table from 0 to 15 seconds that includes the position of the car, the position of the train, the velocity of the train, the velocity of the car and the relative velocity of the train with respect to the car. Plot the position of the train and the car vs the time on the same graph and on a separate graph plot the velocity of the train and the car vs time. Label the graphs accordingly. Vcar V = Vo + at x = = ata + vt + xo [35 pts] A train and a car are moving perpendicular to each other. The train is moving along the y-axis and the car is moving along the x-axis. The train is moving at a constant velocity or 60 miles per hour. The car has an initial velocity of 35 miles per hour and accelerating at 4 feet per second squared. The initial position of the train is -600 feet and the initial position of the car is -325 feet. The distance between the train and the car is d = Vy2 + x2. The velocity of the train relative to the car is Vt/c = Vtrain Display in the command window a table from 0 to 15 seconds that includes the position of the car, the position of the train, the velocity of the train, the velocity of the car and the relative velocity of the train with respect to the car. Plot the position of the train and the car vs the time on the same graph and on a separate graph plot the velocity of the train and the car vs time. Label the graphs accordingly. Vcar V = Vo + at x = = ata + vt + xo