Two trains are running in the same direction on two parallel tracks. One train 180 m long is moving at 120 kph and the other train 120 m long is moving at 180 kph. At a certain instance, the front end of the faster train is 600 m behind the tail end of the slower train. 1) Find the distance traveled by the slower train when the front end of the faster train caught up with its tail end. 2) Find the distance traveled by the faster train when its front end caught up with the tail end of the slower train. 3) Find the time required for the faster train to completely overtake the slower train. Subject: Engineering Mechanics Topic: Motion of Projectile

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Two trains are running in the same direction on two
parallel tracks. One train 180 m long is moving at 120 kph
and the other train 120 m long is moving at 180 kph. At a
certain instance, the front end of the faster train is 600 m
behind the tail end of the slower train.

1) Find the distance traveled by the slower train when the
front end of the faster train caught up with its tail end.
2) Find the distance traveled by the faster train when its
front end caught up with the tail end of the slower train.
3) Find the time required for the faster train to completely
overtake the slower train.

Subject: Engineering Mechanics
Topic: Motion of Projectile

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