Find minimum coecient of friction between tires and road
A curve of radius 200m on a level road is banked correctly for a speed of 65 km/h. If an automobile of mass 2 Mg rounds this curve at 100 km/h, what is the minimum coecient of friction between tires and road so the automobile will not skid.
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If an automobile of mass 2 Mg rounds this curve at 100 km/h, what is the minimum coecient of friction between tires and road so the automobile will not skid.
Given K = 1.03 X 10 -3 for H2S(g) H2(g) +S2(g) at 750 degrees Celsius. How many moles of S2 would you have to have at equilibrium in a 3.68 liter box in which there are 1.63 moles of H2S and 0.864 moles H2.
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