A freight train consists of 3 engines at the front, followed by 37 rail cars. Both the engines and rail cars have the same mass of 533,452 kilograms each. Each engine exerts the same force backward on the track to push the train forward. The total force of friction on the entire train is 756,240 Newtons and is evenly distributed among all of the cars and engines. Even with this friction present, the train engines are able to accelerate the train at 0.07 meters/second². What is the magnitude of the force in Newtons in the coupling between the engine and the first rail car?

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Chapter1: Units, Trigonometry. And Vectors
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Question 4
A freight train consists of 3 engines at the front, followed by 37 rail cars. Both
the engines and rail cars have the same mass of 533,452 kilograms each. Each
engine exerts the same force backward on the track to push the train forward.
The total force of friction on the entire train is 756,240 Newtons and is evenly
distributed among all of the cars and engines. Even with this friction present,
the train engines are able to accelerate the train at 0.07 meters/second². What
is the magnitude of the force in Newtons in the coupling between the engine
and the first rail car?
Question 5
A freight train consists of 2 engines at the front, followed by 10 rail cars. Both
the engines and rail cars have the same mass of 772,571 kilograms each. Each
engine exerts the same force backward on the track to push the train forward.
The total force of friction on the entire train is 810,810 N and is evenly
distributed among all of the cars and engines. Even with this friction present,
the train engines are able to accelerate the train at 0.038 meters/second².
What is the magnitude of the force in Newtons that each engine would need
to exert on the train track?
Transcribed Image Text:Question 4 A freight train consists of 3 engines at the front, followed by 37 rail cars. Both the engines and rail cars have the same mass of 533,452 kilograms each. Each engine exerts the same force backward on the track to push the train forward. The total force of friction on the entire train is 756,240 Newtons and is evenly distributed among all of the cars and engines. Even with this friction present, the train engines are able to accelerate the train at 0.07 meters/second². What is the magnitude of the force in Newtons in the coupling between the engine and the first rail car? Question 5 A freight train consists of 2 engines at the front, followed by 10 rail cars. Both the engines and rail cars have the same mass of 772,571 kilograms each. Each engine exerts the same force backward on the track to push the train forward. The total force of friction on the entire train is 810,810 N and is evenly distributed among all of the cars and engines. Even with this friction present, the train engines are able to accelerate the train at 0.038 meters/second². What is the magnitude of the force in Newtons that each engine would need to exert on the train track?
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