The correct answer of this question is: Work = Force . Distance
Step-by-step explanation:
The work is said to be done by a body if the force applied on the body has a component along the direction of displacement.
Let us consider a body of mass m.
The body is acted upon by a constant force F . Due to this force, the body undergoes a displacement of S .
Let
is the angle between force and displacement.
Hence, the component of force along the direction of displacement is
.
The work done by that body is calculated as -
Work done W =

=

=
[ ∵
![\vec A.\vec B=\ ABcos\theta\ ]](https://img.qammunity.org/2015/formulas/physics/high-school/s6tgk1c97nkef4zeyta126knu2qckvpxoh.png)
Let
.
Hence, work done W = FScos0
= FS [ cos0 = 1]
Hence, the relation between work, force and distance can be written as -
Work = force . distance