Basic Kinematics - Initial Velocity

AI Thread Summary
A truck travels 180 meters east in 10 seconds while decelerating at a constant rate. There is confusion regarding the acceleration value, with some claiming it is -6 m/s², while others assert it is -0.6 m/s². The initial calculations lead to differing results for initial velocity, with one source stating it should be 21 m/s. The discussion reveals a misunderstanding of the acceleration value, ultimately clarifying that the correct acceleration is indeed -0.6 m/s². This resolution highlights the importance of accurately interpreting problem statements in kinematics.
Femme_physics
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Homework Statement



A truck drives in a straight line, east, from point A to point B, a distance of 180 meters, during 10 seconds, while slowing down at a constant rate of 6 meter per second squared.

Calculate the initial velocity.

The Attempt at a Solution



Attached. I don't think it's the correct answer, but according to the formula it should be!
 

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Looks okay.
 
Really? Because the solution manual tells me it's 21 m/sec. Did they make a mistake?
 

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Who made the mistake depends upon whether the actual acceleration is 0.6m/s2 or 6m/s2. :smile:
 
It's 0.6 m/s2, for sure.

So THEY'VE made the mistake, right? Can you officially confirm that THEY'VE made the mistake, and not me?
 
Femme_physics said:
It's 0.6 m/s2, for sure.

So THEY'VE made the mistake, right? Can you officially confirm that THEY'VE made the mistake, and not me?

Officially, I'm here quite unofficially!:smile:

But in my opinion, if the problem statement say's that the acceleration is -6m/s2, then their solution is incorrect.
 
No no, the problem statement says that acceleration is -0.6 m/s2. But, this is exactly what I plugged into the formula! So, now I'm confused, who's right here?
 
Femme_physics said:
No no, the problem statement says that acceleration is -0.6 m/s2. But, this is exactly what I plugged into the formula! So, now I'm confused, who's right here?

Your problem statement was:

A truck drives in a straight line, east, from point A to point B, a distance of 180 meters, during 10 seconds, while slowing down at a constant rate of 6 meter per second squared[/color].

and your solution image definitely shows a value of -6 being plugged in, the result for the (1/2)at2 term being given as 300m.
 
Ahhhhhhhhhhhhhhh'I'm stupid. *smacky foreheady*

:) Thanks.<- Idiot. Seriously.

Appreciate it.

<- Seriously.

-FP
 
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