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Mathematics, 09.09.2020 18:01 ChikiChu

Two swimmers start at opposite ends of a 90-feet rectangular pool. One swims 30 feet per minute and the other swims 20 feet per minute. If the swimmers keep swimming laps for a long time, how often and when will the swimmers meet each other (or be directly next to each other in their own lanes)? At what locations in the pool will this happen? Solve this in as many ways as you can.

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Two swimmers start at opposite ends of a 90-feet rectangular pool. One swims 30 feet per minute and...
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