Since the weight of the beam is operating vertically, the net horizontal force is unchanged and stays the same as it was in the previous scenario.
Reduce the weight of the beam to almost nothing. Since the beam is in equilibrium, we may assume that the net torque acting on it is zero. torque relating to weight concerning the
The negative sign is caused by the impact of the clockwise rotation. torque produced by the height of the string under tension
Therefore, net torque is zero. Assume that the net horizontal force is zero because the beam is in equilibrium.
The net horizontal force remains the same as it did in the preceding case since the weight of the beam is moving downward and vertically. Consequently, Fv=2.304v
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