What is the equation for calculating work in a scenario involving force and distance?

The equation for calculating work in a scenario involving force and distance is derived from the definition of work in physics. Work is defined as the energy transferred when a force is applied to an object, causing it to move over a distance. The mathematical expression for this relationship is:

Work = Force x Distance

In this equation, work is measured in joules (J), force in newtons (N), and distance in meters (m). The multiplication of force and distance indicates that work increases when either the force applied increases or the distance over which the force is applied increases. This reflects the notion that the more force you exert or the farther you move the object, the more work is done.

The other choices do not reflect the correct relationship defined by the concept of work in physics. For example, adding force and distance does not have a physical meaning in this context, while subtracting distance from force or dividing distance by force also fails to represent the fundamental principle that dictates how work is calculated. Thus, the correct equation of work being equal to the product of force and distance is essential for accurate calculations related to energy transfer.