Is it possible to define a partition of a closed set, such that the union of the partitions will give $[2,3]$ and their intersection to be empty?
2026-03-27 21:44:02.1774647842
Partition on a Closed Set $A= [2,3]$
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You can partition any set $X$ as $X=\displaystyle\bigcup_{x\in X}\{x\}$.