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(Solved): 2. The bucket is hoisted by the rope that wraps around a drun wheel. If the angular displacement of ...




2. The bucket is hoisted by the rope that wraps around a drun wheel. If the angular displacement of the wheel is \( \theta=\l
2. The bucket is hoisted by the rope that wraps around a drun wheel. If the angular displacement of the wheel is \( \theta=\left(0.5 \mathrm{t}^{3}+20 \mathrm{t}\right) \) rad, where \( t \) is in seconds, determine the velocity and acceleration of the bucket when \( \mathrm{t}=5 \mathrm{~s} \).


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Given Data The angular displacement of the wheel is (?)= (0.5 t3+20 t) rad, Radius (r) = 0.75m Time (t) = 5 sec 0.75m?
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