Is it possible to squat quicker than gravity?
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Its definitely possible to propel your body using muscle to move towards the ground quicker that gravity.
But is it possible to squat quicker than gravity.
assuming that squatting from your knees and Not you bending down from your back like a lever and that your not gripping the ground with your feet and pulling your self down.
If you dropped a basketball from the same height as your head,
would it be possible to squat below the basket ball before the basket ball hit the ground?
newtonian-mechanics newtonian-gravity biology
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up vote
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Its definitely possible to propel your body using muscle to move towards the ground quicker that gravity.
But is it possible to squat quicker than gravity.
assuming that squatting from your knees and Not you bending down from your back like a lever and that your not gripping the ground with your feet and pulling your self down.
If you dropped a basketball from the same height as your head,
would it be possible to squat below the basket ball before the basket ball hit the ground?
newtonian-mechanics newtonian-gravity biology
New contributor
Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago
add a comment |Â
up vote
3
down vote
favorite
up vote
3
down vote
favorite
Its definitely possible to propel your body using muscle to move towards the ground quicker that gravity.
But is it possible to squat quicker than gravity.
assuming that squatting from your knees and Not you bending down from your back like a lever and that your not gripping the ground with your feet and pulling your self down.
If you dropped a basketball from the same height as your head,
would it be possible to squat below the basket ball before the basket ball hit the ground?
newtonian-mechanics newtonian-gravity biology
New contributor
Its definitely possible to propel your body using muscle to move towards the ground quicker that gravity.
But is it possible to squat quicker than gravity.
assuming that squatting from your knees and Not you bending down from your back like a lever and that your not gripping the ground with your feet and pulling your self down.
If you dropped a basketball from the same height as your head,
would it be possible to squat below the basket ball before the basket ball hit the ground?
newtonian-mechanics newtonian-gravity biology
newtonian-mechanics newtonian-gravity biology
New contributor
New contributor
edited 1 hour ago
Qmechanicâ¦
99k121781091
99k121781091
New contributor
asked 1 hour ago
johnny 5
1183
1183
New contributor
New contributor
Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago
add a comment |Â
Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago
Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago
add a comment |Â
2 Answers
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Your head would be able to beat the basketball, but your center of mass wouldn't. The reason for this is that your head is subject to the downward force due to the rest of your body, but your body is only subject to the force due to gravity and $boldsymbolF^textrmext = Mfracd^2dt^2boldsymbolR$ where $boldsymbolR$ is your center of mass (which follows from Newton's second law for a particle).
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
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up vote
0
down vote
Your muscles are internal forces, so they cannot develop any net force on your body, which would be added to the gravitational force and increase the acceleration of your COM beyond g.
add a comment |Â
2 Answers
2
active
oldest
votes
2 Answers
2
active
oldest
votes
active
oldest
votes
active
oldest
votes
up vote
3
down vote
accepted
Your head would be able to beat the basketball, but your center of mass wouldn't. The reason for this is that your head is subject to the downward force due to the rest of your body, but your body is only subject to the force due to gravity and $boldsymbolF^textrmext = Mfracd^2dt^2boldsymbolR$ where $boldsymbolR$ is your center of mass (which follows from Newton's second law for a particle).
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
add a comment |Â
up vote
3
down vote
accepted
Your head would be able to beat the basketball, but your center of mass wouldn't. The reason for this is that your head is subject to the downward force due to the rest of your body, but your body is only subject to the force due to gravity and $boldsymbolF^textrmext = Mfracd^2dt^2boldsymbolR$ where $boldsymbolR$ is your center of mass (which follows from Newton's second law for a particle).
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
add a comment |Â
up vote
3
down vote
accepted
up vote
3
down vote
accepted
Your head would be able to beat the basketball, but your center of mass wouldn't. The reason for this is that your head is subject to the downward force due to the rest of your body, but your body is only subject to the force due to gravity and $boldsymbolF^textrmext = Mfracd^2dt^2boldsymbolR$ where $boldsymbolR$ is your center of mass (which follows from Newton's second law for a particle).
Your head would be able to beat the basketball, but your center of mass wouldn't. The reason for this is that your head is subject to the downward force due to the rest of your body, but your body is only subject to the force due to gravity and $boldsymbolF^textrmext = Mfracd^2dt^2boldsymbolR$ where $boldsymbolR$ is your center of mass (which follows from Newton's second law for a particle).
answered 1 hour ago
PiKindOfGuy
11011
11011
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
add a comment |Â
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
Half serious, half in jest: "Your head would be able to beat the basketball, but your center of mass wouldn't." - True in a vacuum, but not categorically true in an atmosphere ;)
â marcelm
10 mins ago
add a comment |Â
up vote
0
down vote
Your muscles are internal forces, so they cannot develop any net force on your body, which would be added to the gravitational force and increase the acceleration of your COM beyond g.
add a comment |Â
up vote
0
down vote
Your muscles are internal forces, so they cannot develop any net force on your body, which would be added to the gravitational force and increase the acceleration of your COM beyond g.
add a comment |Â
up vote
0
down vote
up vote
0
down vote
Your muscles are internal forces, so they cannot develop any net force on your body, which would be added to the gravitational force and increase the acceleration of your COM beyond g.
Your muscles are internal forces, so they cannot develop any net force on your body, which would be added to the gravitational force and increase the acceleration of your COM beyond g.
answered 1 hour ago
V.F.
10.1k21025
10.1k21025
add a comment |Â
add a comment |Â
johnny 5 is a new contributor. Be nice, and check out our Code of Conduct.
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Are your feet attached to the ground in some manner?
â Chair
1 hour ago
Your feet are touching the ground but not attached
â johnny 5
1 hour ago