Instaneous power delivered by the force at any timet

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The discussion focuses on calculating instantaneous power delivered by a force acting on a particle, starting from rest. The formula for power is established as P = W/t or P = Fv, leading to the conclusion that instantaneous power can be expressed as (F^2/m)*t. Participants also explore the relationship between force, mass, and acceleration using Newton's Second Law and the definition of velocity. Additionally, a question arises regarding the work done by gravity and energy dissipated by air resistance on a raindrop falling at constant speed, highlighting the role of resistive forces in fluid dynamics. The conversation emphasizes the application of Newtonian physics to understand these concepts.
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A force F acts on a particle of mass m. The particle starts from rest at t=0.
a) show that the instaneous power delivered by the force at any timet is (F^2/m)*t
Please give some directions how to solve it . Thank you
 
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Any idea where to start? (hint: what is the formula for power)
 
formula P=W/t or P=FV , and I don't know how to get t and and m involve in the formula
 
Think of the definition of velocity. v = a t. And then use Newton's Seond Law for a.
 
Thank you very much, I got it, and I have another homework.
A raindrop (m=3.35*10^-5 kg) falls vertically at a constant speed under the influence of gravity and air resistance. after the drop has fallen 100m,
a)what is the work done by gravity?
b)the energy discipated by air resistance?
I got no clue for air resistance . Thank you
 
If the raindrop where in the vacuum, the falling speed will not be constant. But when we do the experiment in a fluid, then a viscosity force appears and makes the raindrop or something else reach a constant speed. This force is proportional to the speed, so you may use Newtonian physics...
 
is it called resistive force?
 
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