Figure L 2 of 2 > As shown, a unicyclist traveling at v0 = 9.00 m/s approaches a hill inclined at = 30.0 degrees (Eigure 2). The combined mass of the unicyclist and unicycle is 97.5 kg; the unicycle's wheel has a mass of m= 5.50 kg, and it has a radius of r = 0.65 m. If the wheel does not slip, and the unicyclist is able to apply a constant couple moment of magnitude M = 32.0 Nm to the wheel, what is the maximum elevation, h, that the unicyclist can climb?Assume that the wheel's geometry can be approximated by a thin ring and that the unicyclist is able to keep the unicycle in a vertical position while climbing the hill. Consider the system of interest to be the unicycle's wheel and the weight of the unicycle and the unicyclist applied to a point located at the center of the wheel. Express your answer numerically in meters to three significant figures. View Available Hint(s) h = V ΑΣΦ | 11 | vec Submit Provide Feedback ? m
Figure L 2 of 2 > As shown, a unicyclist traveling at v0 = 9.00 m/s approaches a hill inclined at = 30.0 degrees (Eigure 2). The combined mass of the unicyclist and unicycle is 97.5 kg; the unicycle's wheel has a mass of m= 5.50 kg, and it has a radius of r = 0.65 m. If the wheel does not slip, and the unicyclist is able to apply a constant couple moment of magnitude M = 32.0 Nm to the wheel, what is the maximum elevation, h, that the unicyclist can climb?Assume that the wheel's geometry can be approximated by a thin ring and that the unicyclist is able to keep the unicycle in a vertical position while climbing the hill. Consider the system of interest to be the unicycle's wheel and the weight of the unicycle and the unicyclist applied to a point located at the center of the wheel. Express your answer numerically in meters to three significant figures. View Available Hint(s) h = V ΑΣΦ | 11 | vec Submit Provide Feedback ? m
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