Solving Static Friction & Force: Limits & Calculation | Turntable Problem

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A problem involving static friction on a turntable is discussed, where an object remains on the turntable at 33 1/3 rev/min but slides off at 45 rev/min. The coefficient of static friction needs to be calculated, and the centripetal force (Fc) is identified as crucial to the solution. Participants suggest using symbolic representation for mass (m) to simplify calculations, as it may cancel out in the final equations. The importance of deriving a general solution before substituting numerical values is emphasized. The discussion focuses on understanding the relationship between rotational speed, static friction, and centripetal force.
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problem with static friction and force

I have been working on this problem all weekend and I just can't get it!

A small object is placed 10cm from the center of a phonograph turntable. It is observed to remain on the table when it rotates at 33 1/3 rev/min but slides off when it rotates at 45 rev/min. Between what limits must the coefficient of static friction between the object and the surface of the turntable lie? Calculate the value of Fc.

I believe I found the first part of the question by taking Us=v^2/g*r for each value that it rotates. I think that I need to use the formula Fc=m*v^2/r for the second part of the problem but I have no clue how to find the mass and have looked all through my notes and physics book. Please if you could help me I would greatly appreciate it.
 
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What is Fc ?
 
I believe it is the force
 
its centrip force
 
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it is actually F sub c in the problem...centripetal force
 
yeah it is centrip force can anyone please help!
 
are you allowed to write Fc in term of m?
 
yeah I am pretty sure I am
 
then just go ahead with it. give the range of Fc using the range of your coefficient of static frictional.
 
  • #10
how do I go ahead with it?? I don't know the mass
 
  • #11
i thought you said that you were allowed to write Fc in term of m ?
 
  • #12
Flinthill,

Just start working on the problem using a symbolical "m" for mass. If the figure is not in the original problem, this usually means it will cancel out somewhere.

Think of it as a nice aid to proove your solution: if the mass doesn't cancel out in your solution, you might be doing something wrong...

I usually only fill out the numbers once I have a general solution written out in symbols.

Greetz,
Leo
 
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