In the figure below, the pulleys and the cord are light, all surfaces are frictionless, and the cord does not stretch. m1 = m₂ (a) How does the acceleration of block 1 compare with the acceleration of block 2? (Use the following as necessary: m₁, m², and a 2.) a1 Explain your reasoning. (b) The mass of block 2 is 1.16 kg. Find its acceleration as it depends on the mass m₁ of block 1. (Use the following variable as necessary: m₁.) magnitude direction ---Select--- ✓ (c) What does the result of part (b) predict if m₁ is very much less than 1.16 kg? a2 m/s² (d) What does the result of part (b) predict if m₁ approaches infinity? 22 m/s² (e) In this last case, what is the tension in the cord? N (f) Could you anticipate the answers (c), (d), and (e) without first doing part (b)? Yes No Explain your answer.
In the figure below, the pulleys and the cord are light, all surfaces are frictionless, and the cord does not stretch. m1 = m₂ (a) How does the acceleration of block 1 compare with the acceleration of block 2? (Use the following as necessary: m₁, m², and a 2.) a1 Explain your reasoning. (b) The mass of block 2 is 1.16 kg. Find its acceleration as it depends on the mass m₁ of block 1. (Use the following variable as necessary: m₁.) magnitude direction ---Select--- ✓ (c) What does the result of part (b) predict if m₁ is very much less than 1.16 kg? a2 m/s² (d) What does the result of part (b) predict if m₁ approaches infinity? 22 m/s² (e) In this last case, what is the tension in the cord? N (f) Could you anticipate the answers (c), (d), and (e) without first doing part (b)? Yes No Explain your answer.
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The drop down in part b is either up or down direction. Thank you.
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