Does Standing on a Chair & Jumping Affect the Force Felt by the Floor?

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When a person jumps off a chair, the force felt by the floor is influenced by how they land. Bending the knees allows for a more gradual deceleration, reducing the peak force on the floor compared to landing stiff-legged. While the total energy transferred to the floor remains constant, the duration of force application changes, leading to a lower peak force when bending the knees. The discussion emphasizes the importance of time in force application, aligning with Newton's laws of motion. Ultimately, bending the knees results in a less intense force felt by the floor.
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If a person is standing on a chair and jumps off, does the floor feel the same force whether the person bends their knees or not?

I suspect the floor feels the same force regardless, as the energy felt by the body is absorbed by the muscles, but the floor feels the same equal and opposite force. I see this as Newtons's 2nd law. thanks!
 
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Then there wouldn't be much point in bending your knees!

The force on floor depends on your mass and how quickly you stop F = ma
By bending your knees your legs act like a spring and allow you to stop more gradually - since the deceleration is less, the force on the floor and so on you is less
 
The floor would feel the same total force regardless of weather you bent your knees or not as you land on the floor. The key factor here is time. If you bend your knees when you land there is less force felt on the floor for a longer time. If you don't bend your knees there is a larger force felt on the floor for a very short time. Albeit some might argue that the resulting pain from such an endeavor would be felt for quite some time afterwards.
 
The total energy into the floor is the same - but the peak force is less.
 
MrScience101 said:
The floor would feel the same total force regardless of weather you bent your knees or not as you land on the floor.

What on Earth do you mean by total force? Perhaps impulse or maybe energy are the words you're looking for?

And the force would definitely be reduced. The initial momentum and energy would be the same, but the force would act over a longer amount of time thus the force would be reduced.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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