A car is on an inclined plane (shoulder of the road) at angle theta. The car has mass of 1.6Mg and center of mass at G. G is located 2.5 ft vertical from the inclined plane (shoulder of the road). If the coefficient of static friction between shoulder of road and tires is us=0.4, determine greatest slope, theta, the incline can have without causing the car to slip or tip over if car travels along shoulder at constant velocity. Wheels (points A and B) are 5ft apart horiztonally on plane. Acceleration is negligible.© BrainMass Inc. brainmass.com March 4, 2021, 6:03 pm ad1c9bdddf
Because the distance between front and rear wheel is 5 ft, therefore the G will be at a distance of 5/2 = 2.5 ft from the front and rear wheels. And the height of the G is 2.5 ft above the shoulder of the ...
We know that for the car not to slip m*g*sin(theta) < f. Full calculations, answer and diagram are shown in solution.