91Ó°ÊÓ

Force displacement and work have a relationship that is

$$\begin{gathered} W=F·d \\ W=Fd\cos \mathrm{θ} \end{gathered}$$

Here, F is the force, d is the distance, θ is the angle force and displacement and W is the work.

The aforementioned statement demonstrates how three variables affect work: displacement, force, and the angle between displacement and force. When force is applied to an item but no displacement results, there was no work accomplished by the force.

For example, the net displacement of a cyclist travelling along a circled path is zero. Therefore, the task completed is also nil. In this instance, kinetic energy is created from muscular energy. In this case, there has been no scientific work done. Nonetheless, work is carried out in broad strokes, which causes energy to alter.