What is the shortest distance in which an automobile travelling on a 100km/hr can be stopped. (a) when the friction between the tyre and the road is 0.5 (b) on a wet day when the coefficient of friction is only 0.3
"s=\\frac{v^2}{2a}"
"F=ma\\to a=F\/m=\\mu mg\/m=\\mu g"
"100\\ km\/hr=27.8\\ m\/s"
(a) "s=\\frac{v^2}{2\\mu g}=\\frac{27.8^2}{2\\cdot 0.5\\cdot9.8}=78.7\\ (m)"
(b) "s=\\frac{v^2}{2\\mu g}=\\frac{27.8^2}{2\\cdot 0.3\\cdot9.8}=131.4\\ (m)"
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