Work and Power of 1.83x10^3 kg Car Accelerating from Rest

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To calculate the work done on a 1.83x10^3 kg car accelerating from rest to 13.6 m/s in 2.81 seconds, the correct approach involves determining the acceleration, which is 4.84 m/s². Using the formula for work, W = F * d, where F is the net force and d is the distance traveled, requires calculating the distance first. The power delivered by the engine can then be found using the formula P = W/t. The initial attempt mistakenly used gravitational force instead of the calculated acceleration, leading to incorrect results.
PepeF.
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Homework Statement


a 1.83x10^3 kg car accelerates uniformly from rest to 13.6m/s in 2.81 s

-what is the work done on the car in this time inerval?

-what is the power delivered by the engine in thsi time interval?



Homework Equations



w=f*d
p=w/t

The Attempt at a Solution



i did the first one, but could not be able to come up with the answer
i multiplied gravity x mass = f then fxd=246568 and its wrong
can you please explain or tell me how to get it
 
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PepeF. said:

Homework Statement


a 1.83x10^3 kg car accelerates uniformly from rest to 13.6m/s in 2.81 s

-what is the work done on the car in this time inerval?

-what is the power delivered by the engine in thsi time interval?



Homework Equations



w=f*d
p=w/t

The Attempt at a Solution



i did the first one, but could not be able to come up with the answer
i multiplied gravity x mass = f then fxd=246568 and its wrong
can you please explain or tell me how to get it

Because your acceleration is not gravity, it is the acceleration that is implied in the problem:

<br /> a=\frac{v_f-v_0}{t}=\frac{13.6m/s-0m/s}{2.81s}=4.84m/s^2<br />
 

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