In the diagram, all masses and angle are given. The pulleys and the string are ideal. The tension of the top string is T₁ and the tension of the bottom string is T₂. Frictional forces are negligible. a₁ = a₂ cos Part1: What is the correct relationship between the magnitudes of the accelerations of blocks 1 and 2? ○ α₁ = a₂ sin a1 = a₁ = sin 0 02 cos T₂ None of the Above m₂ Part2:What is the correct FBD for block m₂?
In the diagram, all masses and angle are given. The pulleys and the string are ideal. The tension of the top string is T₁ and the tension of the bottom string is T₂. Frictional forces are negligible. a₁ = a₂ cos Part1: What is the correct relationship between the magnitudes of the accelerations of blocks 1 and 2? ○ α₁ = a₂ sin a1 = a₁ = sin 0 02 cos T₂ None of the Above m₂ Part2:What is the correct FBD for block m₂?
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Transcribed Image Text:Part2: What is the correct FBD for block m₂?
O
Part3:Under what conditions would the system be in equilibrium?
m1 = m2 - m3
m₁ = m₂ + mz
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Transcribed Image Text:In the diagram, all masses and angle are given. The pulleys and the string are ideal. The tension of the top string is T₁ and
the tension of the bottom string is T₂. Frictional forces are negligible.
m₁
T₁
a1 = a₂ cos
a1 =
a1 =
Part1: What is the correct relationship between the magnitudes of the accelerations of blocks 1 and 2?
a1 = a2 sin e
a2
sin 0
a2
cos
m₂
None of the Above
e
1₂
m3
Part2:What is the correct FBD for block m₂?
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