A rock with a weight of 10 N is resting on a table.

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Homework Help Overview

The discussion revolves around the forces acting on a rock with a weight of 10 N resting on a table, exploring concepts related to Newton's laws of motion, particularly the normal force and action-reaction pairs.

Discussion Character

  • Conceptual clarification, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants examine statements about the forces acting on the rock, questioning the validity of the claims regarding gravity, normal force, and reaction forces. Some participants express uncertainty about the definitions and relationships between these forces.

Discussion Status

The discussion is active, with participants providing insights and questioning each other's reasoning. There is a focus on clarifying the relationships between forces, particularly in the context of Newton's third law. Some participants suggest reconsidering the phrasing of statements regarding action-reaction pairs.

Contextual Notes

Participants are navigating through the implications of Newton's laws and the definitions of forces, with some statements leading to confusion about the roles of gravity and the normal force in the scenario presented.

Dillion
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A rock with a weight of 10 N is resting on a table. A student makes a number of statements about this situation, are they right or wrong?

1. "The weight of the rock is a force of 10 N by gravity in the downward direction"
I don't see anything wrong with this.

2. "The reaction force to this weight is a force of 10 N exerted on the rock by the table in the upward direction"
I don't see anything wrong with this either.
3. "The normal force exerted on the rock by the table is a force of 10 N; the reaction force to this normal force is a force of 10 N exerted on the rock by gravity in the downward direction"
*Gravity does not exert 10 N of force on the rock. The rock is exerting a force of 10 N in the downward direction. The mass of the rock would be 10 = m (9.8) would be 1.02.
4. "If the 10 N rock is lifted off the table by a hand that exerts a force of 12 N upward on the rock, the reaction force to this 12 N force is a force of 10 N exerted on the hand by the rock in the downward direction"
I don't see anything wrong with this either...Please let me know if I'm right or missing any key concepts! Thank you so much!
 
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For 3, why do you say that gravity does not exert 10 N of force on the rock?

For 4, what does Newton's 3rd law say about the magnitudes of action and reaction forces?
 
Geofleur said:
For 3, why do you say that gravity does not exert 10 N of force on the rock?

For 4, what does Newton's 3rd law say about the magnitudes of action and reaction forces?

For 3, now I kind of think that the statement is right... because Gravity has an acceleration of 9.8 m/s squared, times the weight of the rock would be 10 N. So gravity in fact does exert a force of 10 N on the rock. Right?

For 4, Every action has an equal and opposite reaction! So the force exerted on the hand by the rock should be 12! So the statement is false.
 
Regarding 3, the rock does indeed weigh 10 N, but there is still something not right. If there is a force on A due to B, then the reaction force must be a force on B due to A. Can you see the problem for this specific case?

Regarding 4, right!
 
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Geofleur said:
Regarding 3, the rock does indeed weigh 10 N, but there is still something not right. If there is a force on A due to B, then the reaction force must be a force on B due to A. Can you see the problem for this specific case?

Regarding 4, right!

"The normal force exerted on the rock by the table is a force of 10 N; the reaction force to this normal force is a force of 10 N exerted on the rock by gravity in the downward direction"

should the ending be... "the reaction force to this normal force is a force of 10 N exerted on the TABLE by the ROCK in the downward direction." Gravity shouldn't even be in the sentence, correct?
 
Right. While it is the force of gravity on the rock that causes the rock to exert a force on the table in the first place, it's the force of the rock on the table that completes the action-reaction pair.
 
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Geofleur said:
Right. While it is the force of gravity on the rock that causes the rock to exert a force on the table in the first place, it's the force of the rock on the table that completes the action-reaction pair.
THANK YOU SO MUCH!
 

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