Current location - Training Enrollment Network - Mathematics courses - Put seven flowers in six vases. No matter how you insert it, there are two or more flowers in at least one vase. Why?
Put seven flowers in six vases. No matter how you insert it, there are two or more flowers in at least one vase. Why?
This is mathematically called "pigeon hole principle".
If n+ 1 balls are put into n boxes, then at least one ball has at least 2 balls.
Your topic is the same, there are only six bottles and seven flowers, so according to the pigeon hole principle, there are two or more flowers in at least one vase.