Calculating Friction Force for Moving a Crate Across a Rough Floor

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    Friction Homework
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Homework Help Overview

The problem involves calculating the necessary force to move a 32 kg crate across a rough floor, given a coefficient of static friction of 0.56 and a pushing angle of 21 degrees below the horizontal.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the setup of equations based on free body diagrams, with attempts to resolve forces in both x and y directions. Questions arise regarding the use of static versus kinetic friction and the need for assumptions about acceleration.

Discussion Status

The discussion is ongoing, with participants providing guidance on the importance of correctly identifying forces and the need for a careful free body diagram. There is no explicit consensus yet, as participants are exploring different interpretations and approaches.

Contextual Notes

Participants note the distinction between static and kinetic friction, highlighting that the problem specifies static friction. There is also mention of the need for assumptions regarding acceleration, which remains unaddressed.

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Homework Statement



to move a large crate across a rough floor you push it with a force of 21 degrees below the horizontal of F. find the necessary force to move the 32 kg crate with a coefficient of static friction of floor and crate is 0.56?

Homework Equations





The Attempt at a Solution

 
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please show your attempt to solve the question .. Then we will help ..
 
Well, I went ahead and made a picture representing what I needed and what not. I than set the x and y directions to try to make equations to solve for the variables.

So, in the x direction, I had -(mu sub k) + Fcos21= ma
For the y direction I set an equation -mg+N-Fsin21=0

I wrote fk =mu sub k*N on the side for reference. I was stuck because I figured I have to find force first right?
 
have you drawn a free body diagram carefully?

In the x-direction the friction force is not(mu sub k) this is not a force?, and another thing you are not given (mu sub k) you are given (mu sub s) don't you think you should use it?

I suggest you to do the free body diagram more carefully this time ..

You know that, Fx(net)=ma and Fy(net)= zero .. You are given the mass m=32kg and (mu sub s) substituting in the equations you will end up with 2 unknowns F (what the question wants) and a (the acceleration) , so do you have to make a certain assumption ? Try to think about it and let us know your answer :) ..
 

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