Consider an Atwood machine where the pulley is modeled as a solid cylinder with radius of 0.25 m and mass of 0.5 kg. If the tensions in the strings are 5 N and 4 N, what will the magnitude of the angular acceleration be in rad/s2? Assume no frictional forces. The moment of inertia of a solid cylinder is I = (1/2) MR².
Consider an Atwood machine where the pulley is modeled as a solid cylinder with radius of 0.25 m and mass of 0.5 kg. If the tensions in the strings are 5 N and 4 N, what will the magnitude of the angular acceleration be in rad/s2? Assume no frictional forces. The moment of inertia of a solid cylinder is I = (1/2) MR².
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Transcribed Image Text:QUESTION 5
Consider an Atwood machine where the pulley is modeled as a solid cylinder with radius of 0.25 m and mass of 0.5 kg. If the tensions in the strings are 5 N and 4 N,
what will the magnitude of the angular acceleration be in rad/s2? Assume no frictional forces. The moment of inertia of a solid cylinder is 1 = (1/2) MR2.
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