A rigid mass less rod of length `L` is hinged at its one end a weight `W` is hung at a distance `l(lt L)` from this end.
What is force `P` should be applied upwards at the other end so that the rod remains in equilibrium horizontally ?
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A massless rod of length l is hinged at one end and is held horizontal by two identical vertical wires, which are tied at distances a and b form the hinged end. A load P si applied at the free end of the rod. The tension in the first is

A massless rod of length l is hinged at one end and is held horizontal by two identical vertical wires, which are tied at distances a and b form the hinged end. A load P si applied at the free end of the rod. The tension in the secound wire is

A light rod of length l is pivoted at distance l//4 from the left end and has two masses m_(0) and m attached to its ends such that rod is in equilibrium. Find m in terms of m_(0) .

A horizontal force is applied on a uniform rod of length L kept on a frictionless surface. Find the tension in rod at a distance 'x' from the end where force is applied

A rod of mass m and length L is hinged at its top end. If the rod is in equilibrium making an angle of 30^(@) with the vertical when a horizontal force F is applied as shown in figure, then the value of F is:

A rod of mass m and length L is hinged at its top end. If the rod is in equilibrium making an angle of 30^(@) with the vertical when a horizontal force F is applied as shown in figure, then the value of F is:

A rod of mass m and length l is hinged at one of its ends A as shown in figure. A force F is applied at a distance x from A . The acceleration of centre of mass varies with x as -