When a steel block is released from rest on a steep inclined plane, it moves 50.0 cm in 0.404 s. The inclined plane makes an angle of 50.00 with respect to the horizontal. There is a constant force of kinetic friction between the steel block and the inclined surface. What is the kinetic coefficient of the frictional force?
"N=mg\\cos\\alpha"
"mg\\sin\\alpha-\\mu mg\\cos\\alpha=ma"
"S=\\frac{at^2}{2}\\to a=\\frac{2S}{t^2}=\\frac{2\\cdot0.5}{0.404^2}=6.13m\/s^2"
"\\mu=\\tan\\alpha-\\frac{a}{g\\cos\\alpha}=\\tan50\u00b0-\\frac{6.13}{9.81\\cdot\\cos50\u00b0}=0.23" Answer.
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