A block of mass m rests on a rough horizontal
surface as shown in the figure. Coefficient of
friction between the block and the surface is .
A force F = mg acting at angle with the vertical
side of the block pulls it. In which of the following
cases can the block be pulled along the surface?
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Answer:
cot theta/2≤u
Explanation:
from f.b.d
N=mg-mg cos theta
and
fs=mg sin theta
if the body is at rest so the friction is static.
fs≤uN
fs≤u(mg-mg cos theta)
mg sin theta≤umg(1-cos theta)
sin theta≤u(1- cos theta)
sin theta≤u(2 sin² theta/2)
2 sin theta/2 *cos theta/2≤u(2 sin² theta/2)
cot theta/2≤u
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