A 2kg pulley with a 0.25m radius with a rotational inertia of (1/2)(mr^2) is connected to a 16kg bucket of water. The pulley has an initial clockwise angular velocity of 12rad/s. Calculate the maximum height that the bucket will reach. Calculate the angular acceleration on the bucket.
"\\frac{I\\omega^2}2=m_2gh,"
"h=\\frac{m_1r^2\\omega^2}{4m_2g}=2.9~cm,"
"\\varepsilon=\\frac{\\omega^2}{2h}=2500~\\frac{rad}{s^2}."
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