A curve in a road has a radius of 240 m. If the road surface is level and on a
rainy day the coefficient of static friction is 0.48, what is the maximum speed
at which the car can negotiate this curve?
"\\frac{mv^2}{R}=\\mu m g"
"v=\\sqrt{\\mu g R}\\\\\n=\\sqrt{0.48*9.8*240}=33.6\\:\\rm m\/s"
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