Equations:
F=ma
v=v0+at
Using the given values:
F=4500 nt
m=3000 kg
v=30 m/s
v0=5 m/s
Solving for a=F/m=4500/3000=1.5 m/s2
then t=(v-v0)/a=(30-5)/1.5=16 2/3 s
Jim
Fafa A.
asked 01/05/20Can I please have the equations that would be used to calculate as well?:)
Equations:
F=ma
v=v0+at
Using the given values:
F=4500 nt
m=3000 kg
v=30 m/s
v0=5 m/s
Solving for a=F/m=4500/3000=1.5 m/s2
then t=(v-v0)/a=(30-5)/1.5=16 2/3 s
Jim
Ethan S. answered 01/05/20
College Engineering Student
This is how to solve to the problem step by step:
1) always define your variables: velocity initial (vi) = 5 m/s, velocity final (v f) = 30 m/s, Force = acceleration×mass => acceleration(a) = Force / mass = 1.5 ms 2, time(t)= ?
2) the goal now is to find the displacement, the change, in velocity which is known a Δv or Δvelocity by subtracting the initial velocity from the final velocity, Δv = v f -v i = 30 m/s - 5 m/s = 25 m/s
3) finally to solve for t divide Δv by the acceleration you solved for earlier to get you answer of approx. 16.667 seconds
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