Asked by karen
A net force of 100 newtons is applied to a 20 kg cart that is already moving at 3 meters per second. The final speed of the cart was 8 m/s. For how long was the force applied?
Answers
Answered by
Devron
F=ma
F=m(∆v/t)
Solving for timt (t):
t=(m∆v)/F
Where
t=?
m=20.0kg
∆v=8m/s-3m/s=5m/s
F=100N
Solve for t:
t=(20kg*5m/s)/100N
t=1s
F=m(∆v/t)
Solving for timt (t):
t=(m∆v)/F
Where
t=?
m=20.0kg
∆v=8m/s-3m/s=5m/s
F=100N
Solve for t:
t=(20kg*5m/s)/100N
t=1s
Answered by
Damon
I assume that the force was applied exactly in the direction of motion
change in momentum = 20(8-3)
= 100 kg m/s
Force = change in momentum /change in time
which is another way of saying F = ma
100 N = 100 kg m/s / change in time
so change in time = 1 second
change in momentum = 20(8-3)
= 100 kg m/s
Force = change in momentum /change in time
which is another way of saying F = ma
100 N = 100 kg m/s / change in time
so change in time = 1 second
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