Question

explin with graphs diffrence between work done by a constant force ​

Answer 1

Explanation:

The work done by a constant force can be defined as the product of the displacement of the object (to which the force is applied) and the component of the constant force which is parallel to the direction of displacement.

Aside from using the equation, another way to figure out the work being done is to use a force-distance graph. Since work is force multiplied by distance, that means that the area under the force-distance graph gives you the work done. If the force is constant, this means just finding the area of a rectangle.