Concept:
Lami's theorem is used in engineering mechanics for a body in equilibrium under three forces.
Step 1: The three forces must act at one common point.
Step 2: Such forces are called concurrent forces.
Step 3: The body should be in equilibrium, meaning the resultant force is zero.
Step 4: Lami's theorem relates each force to the sine of the angle between the other two forces.
\[
\frac{F_1}{\sin\alpha}=\frac{F_2}{\sin\beta}=\frac{F_3}{\sin\gamma}
\]
Step 5: Therefore, Lami's theorem is applicable to three concurrent forces in equilibrium.
\[
\boxed{\text{Three concurrent forces in equilibrium}}
\]