A rod of length L and mass m is supported by a frictionless pivot at point A. The rod is released from its horizontal position (see left figure). Calculate the angular velocity a of the rod and the linear velocity of its tip B when the rod reaches its vertical position (right figure). Rotational inertia of a straight rod is ml around its center of mass, which located is at the middle of the rod. Your solution will be a symbolic expression.
A rod of length L and mass m is supported by a frictionless pivot at point A. The rod is released from its horizontal position (see left figure). Calculate the angular velocity a of the rod and the linear velocity of its tip B when the rod reaches its vertical position (right figure). Rotational inertia of a straight rod is ml around its center of mass, which located is at the middle of the rod. Your solution will be a symbolic expression.
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Transcribed Image Text:A rod of length L and mass m is supported by a frictionless pivot at point A. The rod is released from its
horizontal position (see left figure). Calculate the angular velocity a of the rod and the linear velocity of
its tip B when the rod reaches its vertical position (right figure). Rotational inertia of a straight rod is
ml around its center of mass, which located is at the middle of the rod. Your solution will be a
symbolic expression.
B
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