Basic Forces Question (Piano Slides Across Floor)

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Homework Help Overview

The discussion revolves around a physics problem involving a piano sliding across a floor, focusing on forces acting on the piano, including normal force and friction. The original poster attempts to solve for the normal force and the coefficient of friction while questioning the implications of constant velocity on net forces.

Discussion Character

  • Conceptual clarification, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the relationship between applied force, friction, and net force, questioning how a net force of zero can coexist with motion at constant velocity. Some participants clarify the definitions of forces involved, while others express confusion about the implications of balanced forces.

Discussion Status

There is an ongoing exploration of the concepts of net force and motion. Some participants provide clarifications regarding the relationship between forces, while others seek further elaboration on the implications of these concepts. The discussion reflects a mix of understanding and uncertainty regarding the mechanics involved.

Contextual Notes

Participants are navigating the constraints of the problem statement, particularly the conditions of constant velocity and the definitions of forces acting on the piano. There is an acknowledgment of the initial conditions that may have led to the piano's current state of motion.

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Homework Statement


A piano slides across a floor with a mass of 500kg.

A) solve for the normal force
B) A horizontal force 1300 is necessary to keep it in motion at constant speed find the coefficient of friction


Homework Equations



Fnet = MA

The Attempt at a Solution



Given: m= 500kg , fnetx=1300N


fnety= FN - FG = 0
Fn=Fg
FN=4900 N upward

b) fnetx = max = 1300N = -FFR
(i made my +x opposite the force of friction)

1300N = -FFR
1300 = mu*FN
mu = 1300/FN
mu = 1300/4900
mu= 0.265

Now a question arises...

I understand that ax must be 0 because it is at a constant velocity...

But I'm just curious because FFR = Fnetx

That means FFR= 1300N

So doesn't this mean that this unbalanced force will slow down the piano and not keep it at a constant motion? Anyways Yea i would appreciate some help please.
 
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1300N is not Fnetx. A force of 1300N is applied in the x-direction, and a friction force of 1300N is applied in the negative x-direction. Fnetx is the resultant of these two forces, and since they're equal/opposite forces, the resultant force is 0.
 
Nessdude14 said:
1300N is not Fnetx. A force of 1300N is applied in the x-direction, and a friction force of 1300N is applied in the negative x-direction. Fnetx is the resultant of these two forces, and since they're equal/opposite forces, the resultant force is 0.

So how can that be right if the net force is 0, that means that the forces are balanced, therefore the object must be at rest.

IE: FNETY=FN-FG=0 this proves an object stationary in the vertical direction

So if Fnetx= Fa - FFr = 0

Therefore the object cannot moving horizontally because there is no imbalanced force? It would be at rest..

Also to note.

If FA = FFR

Therefore 1300 = Mu*FN
Mu = 1300/FN = 0.265

This yields also, the same answer.


Please further elaborate your answer?

*Also i don't think you can say because they are equal and opposite forces it is equal to zero*

The only thing that implies Fnetx=0 is the fact it says it is uniform velocity.

So therefore Fnetx=m*ax if ax=0 Fnetx = 0
 
Last edited:
:( some one else help me please?
 
If the net force is 0, that means there is no acceleration (no change in velocity). Whatever initial velocity the object had will be maintained. Presumably, at some point there were imbalanced forces which accelerated the piano to some velocity before the start of the problem.

Your answer should be unaffected by this, and it seems to me that you did everything right otherwise.
 
Last edited:
Nessdude14 said:
If the net force is 0, that means there is no acceleration (no change in velocity). Whatever initial velocity the object had will be maintained. Presumably, at some point there were imbalanced forces which accelerated the piano to some velocity before the start of the problem.

Your answer should be unaffected by this, and it seems to me that you did everything right otherwise.

So is it similar to the property of Inertia, in the sense that you are trying to apply a force strong enough to to compensate for the friction, so that it is almost as if no forces act horizontally? This way in the sense of inertia, the object is still moving at the same velocity, because no "External" force is able to act, because the external force is compensated for?

And also thank you.
 

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