Solve Force of 4.7 N on 17 kg Body Work Problem

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A force of 4.7 N acts on a 17 kg body initially at rest, prompting a discussion on calculating work done over three seconds and instantaneous power at the end of the third second. The acceleration was determined using Newton's second law, and work was calculated using the formula W = fd for the first second. The confusion arose in calculating work for the second and third seconds, particularly regarding initial velocity assumptions. A suggestion was made to use energy principles, specifically the kinetic energy difference to find work done in each second. The original poster successfully resolved their confusion with this approach, confirming their understanding of the problem.
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Homework Statement



A force of 4.7 N acts on a 17 kg body initially at rest. Compute the work done by the force in (a) the first, (b) the second, and (c) the third seconds and (d) the instantaneous power due to the force at the end of the third second.

Homework Equations



f= ma
p=fv

d= vit + 1/2 at^2
vf= vi + at

The Attempt at a Solution



i got parts a and d.. but b and c seem to be the problem
first, i used f= ma to get the acceleration
then i plugged it into d= 1/2at^2 to find d, and i got it
then i did work = fd and found the work
that was part a, and it was correct

for parts b and c.. i tried to use vf = vi + at
i think the problem is that i was assuming that vi is 0, but i don't know how else to do it

and for d, i just took the velocity that i found in part c, (even though the answer i got for c was wrong) and did p = fxv to get the power and it was also correct

please help, this homework is due tonight and I'm pretty confused!
 
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Have you tried using energies? W = dE/dt = (E_f - E_i)/t so if you assume that potential energy is constant you can use the formula for kinetic energy and measure work as the difference in the kinetic energy from t = 2.0 to t = 3.0 (which is the work done in the 2nd second), etc.
 
i actually just got it, thanks for your help!
 
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