Solving Tension: Helicopter Lifts 2 Crates

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A helicopter is lifting two crates, one weighing 120 kg and the other 76 kg, while accelerating upward at 1.2 m/s². To find the tension in the cables, a free body diagram is used, applying Newton's second law. The calculations show that the tension in cable B is 836 N, and the tension in cable A is 2156 N. The provided answers for the tensions in both cables are confirmed to be correct. This problem illustrates the application of physics principles in real-world scenarios involving forces and acceleration.
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Homework Statement



A helicopter is lifting two crates simultaneously. One crate with a mass of 120 kg is attached to the helicopter by cable A. The second crate with a mass of 76 kg is hanging below the first crate and attached to the first crate by cable B. As the helicopter accelerates upward at a rate of 1.2 m/s2, what is the tension in each of the two cables?


I don't understand how to solve this at all can you please help ??
 
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Draw a free body diagram for each crate. What forces act on each? Then apply Newton's 2nd law.
 
-mg+Tb=ma
76(1.2+9.8)= 836 N For Crate B

Ta=ma+mg+836
=120(1.2+9.8)+836
=2156 N

Are these answers correct?
 
lalahelp said:
-mg+Tb=ma
76(1.2+9.8)= 836 N For Crate B

Ta=ma+mg+836
=120(1.2+9.8)+836
=2156 N

Are these answers correct?
Yes! :approve:
 
Thank you!
 
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