1.

A uniform chain of mass `m_0` and length l rests on a rough incline with its part hanging vertically as shown in the fig. The chain starts sliding up the incline (and hanging part moving down) provided the hanging part equals `eta` times the chain length (`eta` lt 1). What is the work performed by the friction force by the time chain slides completely off the incline. Neglect the dimension of pulley and assume it to be smooth.

Answer» Correct Answer - `-(l(1-eta)[eta-(1-eta)sin theta)/2 m_(0)g`


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