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Mathematics 8 Online
OpenStudy (idku):

Physics question...

OpenStudy (idku):

Horizontal force \(F=10~N\) is applied to a stationary block with mass \(M=2~kg\). Find the acceleration of the block, if \(\mu_s=0.710\), and \(\mu_k=0.450\).

OpenStudy (idku):

It basically looks like this: Friction      Pushing Force <---- ■ --------> A 1D problem.

OpenStudy (idku):

Oh, zero is the correct answer !!

OpenStudy (idku):

It is not accelerating, because the static friction counteracts the acting force.

OpenStudy (idku):

I only figured this out when I posted the question, sadly. But, fortunately, did figure it out:)

OpenStudy (michele_laino):

at the beginning of motion, the friction force has the subsequent magnitude: \[\huge R = {\mu _S}mg\]

OpenStudy (idku):

Yes, and they didn't tell me acceleration at what moment or at what point, am I to find. So I presumed that I need an acceleration of the block at the very instant when the force is applied.

OpenStudy (idku):

And at that first instant as force is applied, a=0, because of the static friction. I would also conclude, that for any positive friction coefficient, that this is the case.

OpenStudy (idku):

yes, 0 is right.

OpenStudy (michele_laino):

yes! the block will continue to be at the rest

OpenStudy (idku):

\(f_s\ge\)\(\mu_s~m~g\) before motion begins, and when the motion begins, it is the very instant when this \(f_s\) is exceeded. (Using the notion of limit, I can say that it is that very moment).

OpenStudy (idku):

i think it make sense, (and makes sense correctly) why motion begins with R=(μ_s)mg

OpenStudy (michele_laino):

that's right!

OpenStudy (idku):

tnx

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