A banked curve of radius R in a new highway is designed so that a car traveling

Question

A banked curve of radius R in a new highway is designed so that a car traveling at speed v_0 can negotiate the turn safely on glare ice (zero friction). If a car travels too slowly, then it will slip toward the center of the circle. If it travels too fast, it will slip away from the center of the circle. If the coefficient of static friction increases, it becomes possible for a car to stay on the road while traveling at a speed within a range from v_min to v_max Derive formula for v_min as a function of ?_s, v_0,and R. Express your answer in terms of the variables ?_s, v_0, R, and appropriate constants.. Derive formula for v_max as a function of ?_s, v_0,and R. Express your answer in terms of the variables ?_s, v_0, R, and appropriate constants..

Explanation / Answer

?Fx = mv(max)

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