Two trains are heading toward each other on the same track, both traveling at 1 mile per minute. A super bee is riding on the headlight of one of the trains. When the trains are exactly two miles apart the bee flies off to the other train. Upon reaching the headlight of the other train, the bee immediately reverses direction and flies back to the first train. The bee flies back and forth as the
two trains continue on their collision course. If the bee maintains an average speed of 2 miles per minute, how far does the bee travel before it is squished?
Solve the following time-rate-distance problems using the IPO method. Ignore time zones.

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