Question on conservation of momentum

In summary: The scale measures the force of gravity pulling your body down towards the Earth. If you are falling onto it then there is more force against the scale than if you were just standing on it. This is called "apparent weight" and is the weight measured if you were accelerating in something such as an elevator. This contrasts with a purely "gravitational weight" which is only measured as the force of gravity on your mass.
  • #1
rishch
106
1
When you jump on a weighing scale the instant that you hit you're weight is higher than it would be if you were to gently step on on.Can someone give me a proper answer? I think its somehow related to conservation of momentum but i can't think of a proper answer.

Also,suppose you two balls and you know the mass and the velocity of both and then they both collide then is there any way of knowing there velocities after the collision?
 
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  • #2
The force on the weight from your body is higher initially, because your body decelerates to zero speed. The weight measures the force of deceleration + gravity, and shows higher value till center of mass of the system has stopped, and deceleration has ceased.

To second: Energy is preserved, kinetic energy is constant, Forces are equal in contact
 
  • #3
1> Is this right-the scale shows more because the scale must provide the force to decelerate your body and also to negate the effect of gravity.
2>I didn't understand your answer.
 
  • #4
The scale measures the force of gravity pulling your body down towards the Earth. If you are falling onto it then there is more force against the scale than if you were just standing on it. This is called "apparent weight" and is the weight measured if you were accelerating in something such as an elevator. This contrasts with a purely "gravitational weight" which is only measured as the force of gravity on your mass.

To answer your 2nd question you would need to know what the balls were made of. Two beach balls would lose much more energy from the collision than two billiard balls would since the beach balls deform much more and have lots of air.

Assuming a "perfect" elastic collision yes, you could calculate the velocities and other properties of the balls after the collision.
 
  • #5
rishch said:
1> Is this right-the scale shows more because the scale must provide the force to decelerate your body and also to negate the effect of gravity.
Yes.
 

FAQ: Question on conservation of momentum

What is conservation of momentum?

Conservation of momentum is a fundamental law of physics that states that the total momentum of a closed system remains constant. In other words, the total momentum of all objects before a collision or interaction is equal to the total momentum after the collision or interaction.

Why is conservation of momentum important?

Conservation of momentum is important because it helps us understand and predict the motion of objects in collisions and interactions. It is a fundamental principle in many areas of physics, including mechanics, fluid dynamics, and electromagnetism.

How is conservation of momentum related to Newton's Third Law?

Conservation of momentum is related to Newton's Third Law, which states that for every action, there is an equal and opposite reaction. In other words, when two objects interact, they exert equal and opposite forces on each other, resulting in a transfer of momentum that is equal in magnitude but opposite in direction.

Can momentum be conserved in an isolated system?

Yes, momentum can be conserved in an isolated system, which is a system that does not interact with any external forces. In an isolated system, the total momentum before a collision or interaction is equal to the total momentum after the collision or interaction.

What are some real-life examples of conservation of momentum?

Some real-life examples of conservation of momentum include a game of pool, where the total momentum of the cue ball and the other balls remains constant after a collision, and a rocket launching into space, where the total momentum of the rocket and its fuel is conserved as the fuel is expelled.

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