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A uniform thin rod of length $L$ is hinged about one of its ends and is free to rotate about the hinge without friction. Neglect the effect of gravity. A force $F$
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A straight rod length Lt, hinged at one end freely extensible at the other end, rotates through an angle θt about the hinge. At time t, Lt=1 m, L̇t=1ms, θt=π4 rad and
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A uniform thin rod of length L is hinged about one of its end and is free to rotate about the hinge without friction. Neglect the effect of gravity. A force F
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homework and exercises - How do I solve this hinged-rod problem? - Physics Stack Exchange
