Question

power depend on force time and mass derived the formula for power in term of force time and mass by using dimensional analysis ​

Answer 1

Answer:

Power, as a function of time, is the rate (i.e. derivative) at which work is done, so can be expressed by this equation:

   P = dW/dt

where P is power, W is work, and t is time. Because work is a force F applied over a distance x,

   W = F ⋅ x

for a constant force, power can be rewritten as :(is in the attachment)