Train Collision Bird Flight Problem - Week 35 (11/26/2012)

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SUMMARY

The Train Collision Bird Flight Problem illustrates a scenario where two trains, starting 100 miles apart, travel towards each other at speeds of 40 miles per hour and 60 miles per hour, respectively. A bird, flying at 90 miles per hour, continuously flies between the two trains until they collide. The trains will collide after one hour, during which the bird will have flown a total distance of 90 miles. This conclusion is confirmed by the calculations provided by forum members MarkFL and Sudharaka.

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  • Ability to analyze motion in a linear context
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This discussion is beneficial for students, educators, and enthusiasts in physics, particularly those interested in motion analysis and problem-solving strategies involving relative speeds and collisions.

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Two trains travel toward each other on the same track, beginning 100 miles apart. One train travels at 40 miles per hour; the other travels at 60 miles an hour. A bird starts flight at the same location as the faster train, flying at a speed of 90 miles per hour. When it reaches the slower train, it turns around, flying the other direction at the same speed. When it reaches the faster train again, it turns around -- and so on. When the trains collide, how far will the bird have flown?
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Congratulations to the following members for their correct solutions:

1) MarkFL
2) Sudharaka

Solution (from MarkFL): [sp]The bird will be in flight for the entire time it takes for the trains to reach one another, which is one hour, so the bird will have flown a distance of 90 miles.

*Note - They trains collide in 1 hour since they are 100 miles apart and traveling 40mph and 60 mph, thus each covering 40 miles and 60 miles in the span of 1 hour.*[/sp]
 

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