2) In figure, two blocks are connected by a massless string over a pulley of radius, 2R, and rotational inertia, I. When this system is released at rest, the blocks (masses: m₁ = m and m₂ = -3m) are moving with a constant acceleration. (The friction constant between m, and the surface is equal to μ.) a) Draw the free body diagram and write the Newton's equations for both masses and pulley. b) Find the angular velocity of the pulley in 5 second. m₁-m m₂=3m

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2) In figure, two blocks are connected by a massless string over a pulley of radius, 2R, and
rotational inertia, I. When this system is released at rest, the blocks (masses: m₁ = m and m²
= 3m) are moving with a constant acceleration. (The friction constant between m, and the
surface is equal to μ.)
a) Draw the free body diagram and write the Newton's equations for both masses and
pulley.
b) Find the angular velocity of the pulley in 5 second.
m₁-m
m₂=3m
Transcribed Image Text:2) In figure, two blocks are connected by a massless string over a pulley of radius, 2R, and rotational inertia, I. When this system is released at rest, the blocks (masses: m₁ = m and m² = 3m) are moving with a constant acceleration. (The friction constant between m, and the surface is equal to μ.) a) Draw the free body diagram and write the Newton's equations for both masses and pulley. b) Find the angular velocity of the pulley in 5 second. m₁-m m₂=3m
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