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They are playing with separate people.

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Q: Two men play five games of checkers each man wins the same number of games and there are no ties How can this be?
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Two men play five games of checkers and each wins the same number of games There are no draws How can this be?

They didn't play against each other.


Two men play five games of checkers Each man wins the same number of games There is no ties Explain this?

none of them are playing


Two men plays five complete games of checkers each man wins the same number of games there are no ties how?

They aren't playing against each other.


Two women play five games of checkers and each woman wins the same number of games but there are no ties?

The two women are not playing each other, but rather other opponents.


Two men play five games of checkers Each man wins the same number of games There are no ties Explain this?

This never stipulates that they are playing each other, so the answer seems simple... they both played 5 games against 5 different people and ended up winning the same number of games. Not even a large coincidence.


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