- #1
lethalfresa
- 1
- 0
Homework Statement
A truck covers 40.0m in 7.15 s while uniformly slowing down to a final velocity of 3.50 m/s. a.) Find the truck's original speed b.) Find it's acceleration
Homework Equations
Δx = Vav(Δt) = (V+Vo/2)Δt
a=(V-Vo)/(Δt)
The Attempt at a Solution
Part A.)
1.) I used the formula Δx = Vav(Δt) = (V+Vo/2)Δt
2.) Plugged in what is given & solved for Vo
40.0m=((3.50m/s=Vo)/(2))(7.15s)
Vo=12.5 m/s
Part B.)
1.) I used the formula a=(V-Vo)/(Δt)
2.)Plugged in what I have
(3.50 m/s-12.5 m/s)/(7.15s) = -1.26 m/s2
Apparently both my answers are wrong and I am not sure what I am doing wrong. I tried this multiple times, as well as other different versions of this problem which I get correctly.
Your input would be appreciated. Thanks :)