Finding the time it takes to stop

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The discussion centers on calculating the time it takes for a 2410 kg car traveling west at 22.6 m/s to stop under an opposing force of 8880 N. The correct time to stop is determined to be approximately 6.13 seconds. However, there is confusion regarding the calculation of displacement, which is found to be around 207.93 meters. Participants emphasize the importance of correctly applying signs for acceleration, as it acts opposite to the car's initial velocity. The need for careful attention to these details is highlighted to ensure accurate results.
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Homework Statement



A 2410 kg car traveling to the west at 22.6 m/s slows down uniformly.

How long would it take the car to come to a stop if the force on the car is 8880 N to the east? Answer in units of s

What is the car's displacement during the time it takes to stop? Answer in m

Homework Equations



d = .5at^2 + Vit

The Attempt at a Solution



2410 * 22.6 = 54466 kg*m/s (the momentum)

8880 N is also 8880 kg*m/s^2

54466 / 8880 = 6.133558559 seconds (this is right)

d = .5at^2 + Vit
d = (.5)(22.6/6.13355)(6.13355^2) + (22.6*6.13355)
d = 207.9273 m

I got the time, but when i plug in the displacement it's wrong
 
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The acceleration is directed opposite to the initial speed, so you must be careful about signs.
 
marcusl said:
The acceleration is directed opposite to the initial speed, so you must be careful about signs.

hmmmm
 
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