Calculating Static Coefficient of Friction: Mass & Angle

AI Thread Summary
To calculate the static coefficient of friction (µ), the equation used is µ = tan(θ), where θ represents the maximum angle at which an object can rest on a slope without slipping. The discussion clarifies that the initial confusion arose from a misrepresentation of "tan" as a different symbol. The participants engage in a light-hearted exchange about the clarity of the explanation provided. The focus remains on understanding the relationship between mass, angle, and friction in this context. Overall, the thread emphasizes the importance of accurately applying the correct mathematical concepts in physics.
Trogdor
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How do I calculate the static coefficient of friction using the equation tanè = µ when I only have the mass and angle?
 
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that was suppose to be a tan theta thing but it came out as a funky e. just to clear that up so u not confuzzled
 
You just said how

\mu = tan(\theta)

\mu is the coefficient of friction. \theta is the MAXIMUM angle an object can be on a slope without slipping.

I could prove it for you but I really do not want to do that right now.
 
thanks that reeaaallllyyyyy helps <--- sarcasm
 
Just curious, but why did you ask how to do it then post how to do it?
 
I didnt, you boob
 

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