Two crates, one with mass m₁=5.5 kg and the other with mass m₂=10 kg, sit on the frictionless surface of a frozen pond, connected by a light rope (as shown in Figure). A woman wearing golf shoes (for traction) pulls horizontally on the 10 kg crate with a force F that gives the crate an acceleration of 3 m/s² m₂ m1 T (a) What is the acceleration ( in m/s²) of the 5.5 kg crate? F (b) Find the tension T (in N) in the rope that connects the two crates. (c) Calculate the magnitude of the force F (in N).

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Chapter1: Units, Trigonometry. And Vectors
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Two crates, one with mass m₁=5.5 kg and the other
with mass m2=10 kg, sit on the frictionless surface of
a frozen pond, connected by a light rope (as shown
in Figure). A woman wearing golf shoes (for traction)
pulls horizontally on the 10 kg crate with a force F
that gives the crate an acceleration of 3 m/s²
m₂
m₁
T
(a) What is the acceleration ( in m/s²) of the 5.5 kg
crate?
F
(b) Find the tension T (in N) in the rope that connects
the two crates.
(c) Calculate the magnitude of the force F (in N).
Transcribed Image Text:Two crates, one with mass m₁=5.5 kg and the other with mass m2=10 kg, sit on the frictionless surface of a frozen pond, connected by a light rope (as shown in Figure). A woman wearing golf shoes (for traction) pulls horizontally on the 10 kg crate with a force F that gives the crate an acceleration of 3 m/s² m₂ m₁ T (a) What is the acceleration ( in m/s²) of the 5.5 kg crate? F (b) Find the tension T (in N) in the rope that connects the two crates. (c) Calculate the magnitude of the force F (in N).
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