Asked by Anonymous
A car can stop from60mph in 2.5 sec. If the car has a weight of 3225 lbs what force acts on the car?
Answers
Answered by
Jai
Acceleration is change in velocity over time, or:
a = (v2 - v1)/t
Initial velocity (v1) and time (t) is given, and final velocity (v2) is zero since it eventually comes to rest.
Convert first the initial velocity units to ft/s, then solve for acceleration. Finally, substitute it to formula for force.
Force is mass x acceleration, or:
F = m*a
The mass (m) is given so you can solve for force.
Units of force in lb,m ft/s^2
a = (v2 - v1)/t
Initial velocity (v1) and time (t) is given, and final velocity (v2) is zero since it eventually comes to rest.
Convert first the initial velocity units to ft/s, then solve for acceleration. Finally, substitute it to formula for force.
Force is mass x acceleration, or:
F = m*a
The mass (m) is given so you can solve for force.
Units of force in lb,m ft/s^2
Answered by
jean
60mph converts into 26.82m/s,
a= (0-26.82 m/s)
-26.82 m/s
but don't understand how to get answer in Newtons which are kg m/s^2
a= (0-26.82 m/s)
-26.82 m/s
but don't understand how to get answer in Newtons which are kg m/s^2
Answered by
Anonymous
a = (Vf-Vi)/t = -26.82m/s / 2.5s = -10/73 m/s^2
Now recall F=ma
Now recall F=ma
Answered by
Anonymous
oops. That's -10.73, not 10/73
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