M m A uniform cylinder of mass M sits on a fixed plane inclined at an angle 0. A string is tied to the cylinder's rightmost point, and a mass m hangs from the string. Assume that the coefficient of friction between the cylinder and the plane is sufficiently large to prevent slipping. What is m in terms of M and angle 0, if the setup is static?
M m A uniform cylinder of mass M sits on a fixed plane inclined at an angle 0. A string is tied to the cylinder's rightmost point, and a mass m hangs from the string. Assume that the coefficient of friction between the cylinder and the plane is sufficiently large to prevent slipping. What is m in terms of M and angle 0, if the setup is static?
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A uniform cylinder of mass M sits on a fixed
plane inclined at an angle 0. A string is tied to the
cylinder's rightmost point, and a mass m hangs
from the string. Assume that the coefficient of
friction between the cylinder and the plane is
sufficiently large to prevent slipping. What is m in
terms of M and angle 0, if the setup is static?
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