Coefficient of friction on rock of 0.70

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Homework Help Overview

The problem involves determining the maximum steepness of a rock slope that can be stood upon without slipping, given a coefficient of friction of 0.70. The context is rooted in physics, specifically in the study of forces and friction on inclined planes.

Discussion Character

  • Exploratory, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to set up the equations of motion involving friction and weight components. They express uncertainty about their simplifications and the trigonometric relationships involved.

Discussion Status

Participants are engaging with the problem, with some offering guidance on the relationships between friction, weight components, and angles. There is a suggestion to solve for the angle using the established relationship, indicating a productive direction in the discussion.

Contextual Notes

Some participants reference a similar problem for context, indicating that they are drawing on previous examples to inform their understanding. There is an acknowledgment of potential simplifications and the need for clarity in trigonometric applications.

zero1520
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physics help!

:confused: Ok, I have understood every problem we have done so far except this one,

You are wearing shoes that have a coefficient of friction on rock of 0.70. On how steep a rock slope could you stand without slipping?

So far i have gotten:
Fs=Fparallel=
mu*W*costheta = W*sinTheta
w=mg

but if u cancel weights I got:
mu*costheta = sintheta

Im probably completely wrong, but that's what i got.
Thanks in advance.
 
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well i guess my problem is solving the trig cause i simplified to what he got on that similar problem
 
Looks good to me. The friction force must equal the parallel component of the weight. Good!

Now keep going: [itex]\mu cos\theta = sin\theta[/itex] ==> [itex]tan\theta = \mu[/itex]. Now solve for [itex]\theta[/itex]. (Use your calculator.)
 
ohhh alright i got it, thank you very much
 

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