Solve 1-D Motion Problem: Find Vo & a

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The discussion focuses on solving a 1-D motion problem involving a truck that decelerates while covering 40.0 m in 8.50 s, ending with a speed of 2.80 m/s. Users initially struggled with the equations of motion but found the average speed to be 4.71 m/s, which helped in calculating the initial speed. One participant calculated the initial speed as 6.62 m/s and the acceleration as -0.45 m/s². Others confirmed the calculations, indicating that the approach and results were correct. The thread highlights the importance of using average speed to simplify the problem-solving process.
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A truck covers 40.0 m in 8.50 s while smoothly slowing down to a final speed of 2.80 m/s. (a) Find the truck's original speed. (b) Find it's acceleration.

I used the 2nd formula originally (X=VoT+1/2aT^2) but I wasn't getting anywhere. Can someone point me in the right direction on how to do this problem? Any help is appreciated. Thanks.
 
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Try figuring out the average speed of the truck and see what that tells you.
 
I found it to be 4.71 m/s but I'm still stuck. Where do I go next?
 
Good. Now use that to find the initial speed:
v_{ave} = (v_i + v_f)/2
 
Thanks for your help. I really appreciate it.

I got 6.62 m/s for part A and used V=Vo+at to get -.45m/s^2 on part B.

I hope this is correct. I'm pretty sure A is.

Can anyone confirm?
 
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Looks good to me.
 
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