Asked by Bob
A 55kg person pushes on the floor with 800 N of force for 0.25 seconds. How high do they jump off the ground?
I know how to find acceleration but I can't find distance.
I know how to find acceleration but I can't find distance.
Answers
Answered by
Damon
change in momentum = force * time
force up = 800 -55(9.81)
= 260 N net up force
so
momentum = m Vi = 260*.25 = 65
so
Vi = 65/55 = 1.18 m/s up
(1/2)mVi^2 = m g h
h = Vi^2/[2(9.81)] = .071 meters
= 7.1 cm
force up = 800 -55(9.81)
= 260 N net up force
so
momentum = m Vi = 260*.25 = 65
so
Vi = 65/55 = 1.18 m/s up
(1/2)mVi^2 = m g h
h = Vi^2/[2(9.81)] = .071 meters
= 7.1 cm
Answered by
Bob
I haven't learned momentum yet, is there any way to do it with only Forces and F=ma as well as kinematics?
Thanks
Thanks
Answered by
Damon
Not really.
I bet you have heard the word "Impulse"
that is force * time
which is change of momentum
F = m a = m dv/dt
so
F dt = m dv = "impulse"
but m dv is change in m v
and m v is "momentum
therefore
F * time = change in momentum = impulse
I bet you have heard the word "Impulse"
that is force * time
which is change of momentum
F = m a = m dv/dt
so
F dt = m dv = "impulse"
but m dv is change in m v
and m v is "momentum
therefore
F * time = change in momentum = impulse
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