Find the static coefficient of friction

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Homework Help Overview

The discussion revolves around determining the static coefficient of friction for a crate being pulled with a force at an angle. The original poster presents a scenario where the crate does not move despite the applied force, raising questions about the balance of forces in both the x and y directions.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the need for the mass of the crate to find the coefficient of friction and explore whether the crate would move if the applied force were slightly increased. The original poster shares their calculations and expresses confusion over their result, suggesting a potential error in their approach.

Discussion Status

Some participants have offered to help by asking for full calculations to identify any mistakes. There is an ongoing exploration of the forces involved, with one participant pointing out a possible sign error in the normal force calculation, indicating a productive direction for the discussion.

Contextual Notes

There is a lack of information regarding the mass of the crate, which is crucial for determining the coefficient of friction. The original poster's calculations suggest they may have misapplied the forces acting on the crate.

Havenater23
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Homework Statement


You pull on a crate with a force of 50N at an angle of 25 degrees. The box doesn't move.?
What is the coefficient of friction and what is the frictional force?

I understand the forces are balanced, but are they balanced in the x and y direction. I've done the problem , but I get a coefficient of 2.14 , which I know isn't right. Can


Homework Equations





The Attempt at a Solution

 
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I can't find the coefficient without knowing the mass. It would be useful to see your work.
Do we know the box will move if the force is slightly larger? If not, we can only find a minimum value for the coefficient.
 
Hi Havenater23! :wink:

Show us your full calculations, and then we'll see what went wrong, and we'll know how to help! :smile:
 
Okay, well basically this how I did it.

This is a rope pulling on the crate above the horizon at 25 degrees.
The components :
X= cos(25) 50N
Y= sin(25) 50N

Then I start calculating Net Force of Y
Fy = Fn - mg - sin(25) 50 N = ma
but A=o , because it's not moving .
So I guess it means Fn and Fg = sin(25) 50 N

Then calculate Net force of X
Fx = cos(25) 50 N - Ff = ma
Well Ff = sin25 50 N * u
Ff = Fn * u

Since a=o in x direction as well
Ff=cos(25) 50 N
Cos(25) 50 N = sin25 50 N * u

but my answer comes out too big.
I get like 2.14
Help ?
 
Can anyone help me? I know it's just a small error, I just don't know what.
 
Fy = Fn - mg - sin(25) 50 N = ma
but A=o , because it's not moving .
So I guess it means Fn and Fg = sin(25) 50 N
Something wrong here. The mg is down, the sin(25)*50 is up. They should have opposite signs. The normal force is the total force pressing the crate down:
Fn = mg - 50*sin(25)
(This counteracted by the floor pushing up, but we aren't interested in that!)

Your horizontal part looked good, but you had the wrong Fn so it will change quite a bit when you redo it.
 

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