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A 1300-kg car is rounding a corner on a horizontal road. The car is 2.0m wide and the center of gravity of the car is 0.80m above the ground. As the car rounds the corner, its center of mass traces out an arc with a 50-m radius of curvature. Assume the car is traveling at a constant speed and the coefficient of of static friction between the car and road is great enough so that is no possibility of the car slipping. What is the fastest the car can travel without any of the tires lifting off the ground? Answer is 24.7 m/s please help

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