With the forces calculated, it is now possible to find the net torque to determine if the object will rotate. For the ladder to be in rotational equilibrium, the counterclockwise torque must equal the clockwise torque. Choosing the pivot point to be the point where the ladder meets the ground is convenient because the forces and horizontal friction then act at 0 distance from the pivot point. The following torque equation can then be found:
Therefore, the ladder is not in rotational equilibrium, and it will rotate around its
center of mass in the negative or clockwise direction when the other painter releases the ladder.
