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please provide step by step solution to this question: The engineer of a passenger train moving at 29.0m/s sees a freight train 360.0 m ahead on the track moving at 6.00 m/s. The engineer takes 0.400...

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please provide step by step solution to this question:

The engineer of a passenger train moving at 29.0m/s sees a freight train 360.0 m ahead on the track moving at 6.00 m/s. The engineer takes 0.400 seconds to react, and then applies the brakes. At what rate must the passenger train then decelerate in order to avoid a collision?

(the answer: 0.754m/s^2)

Answered Same Day Dec 22, 2021

Solution

Robert answered on Dec 22 2021
129 Votes
The distance between two train =360m
Let train A spedd=29.0 m/s and Train B speed = 6.0 m/s
In .04 second ,
Train A travels=.4*29=11.6 m
Train B travels =6*.4=2.4m
Now Distance between two train =360+2.4-11.6=350.8
Relative velocity between train =29-6=23m/s
For avoiding...
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