Find a subset of (U) that is equivalent, but not equal to, ({0,3,6,9, ldots}). For the following

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Find a subset of $U$ that is equivalent, but not equal to, $\{0,3,6,9, \ldots\}$.

For the following exercises, use the set of integers as the set $U=\mathbb{Z}=\{\ldots,-2,-1,0,1,2, \ldots\}$.

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Contemporary Mathematics

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Find a subset of (U) that is equivalent, but not equal to, ({0,3,6,9, ldots}). For the following

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Contemporary Mathematics

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