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telling someone to do math is not a math word problem, but since you like word math problems maybe you will enjoy this,

Two bicycle riders, Rider A and Rider B, start at opposite ends of a 30-mile tunnel, each traveling towards the other at a constant speed of 15 mph. Simultaneously, a small bird begins at Rider A, flying at a constant speed of 30 mph. It lands on Rider B, then immediately takes off toward Rider A, repeating this process until the two riders meet or pass each other.

Question: How many miles did the small bird travel throughout the entire journey of the bikers until they met or passed each other?
30?
 
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