What is the mathematical relationship between force and work? (1 point)
W × d = F
W = F × d
W = F/d
W = F × a
1. W = F x d
2. 113 J = (17.4 N) x (6.51 m)
3. 55.8 J
4. A car applies a force of 36.8 Newtons for a 668-meter loop; what was the work done?
Answer: 0 J
5. 44.6 m
X is right 100%
X is 100% correct, tysm X!
The correct mathematical relationship between force and work is given by the equation:
W = F × d
where W represents the work done, F represents the force applied, and d represents the displacement (or distance) over which the force is applied.
To obtain this equation, we need to consider the definition of work. Work is defined as the product of the force exerted on an object and the distance over which the force is applied.
So, if we multiply the force F by the displacement d, we get the work done, which is denoted by W.
Therefore, the correct mathematical relationship is W = F × d.