Torque (moment) is defined as τ = F d_{⊥} = F d sinθ, where d_{⊥} is called the moment arm of the force F.
That will produce a clockwise (anticlockwise) rotation about a pivot
is called a clockwise (anticlockwise) torque about that pivot.

In the above diagram,
↻↻↻ clockwise torque about O = F_{2} d_{⊥2} ↻↻↻
↺↺↺ anticlockwise torque about O = F_{1} d_{⊥1} ↺↺↺

Conditions for Static Equilibrium

Suppose all the forces are on the same plane.

The vector sum of the forces is zero.

The sum of the clockwise torques about any point (an assumed pivot)
must be equal to the sum of the anticlockwise torques about that point.

The author (Chiu-king Ng) has the copyright on all the simulations in this website.

Email phyAA@phy.hk, where AA is the prime number following 7.