Show that the following sets have the same cardinality as (mathbb{N}:{m in mathbb{N}: m) is odd (},
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Show that the following sets have the same cardinality as \(\mathbb{N}:\{m \in \mathbb{N}: m\) is odd \(\}, \mathbb{N} \times \mathbb{Z}\), \(\mathbb{Q}^{m}(m \in \mathbb{N}), \bigcup_{m \in \mathbb{N}} \mathbb{Q}^{m}\)
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Data from example 25 Data from theorem27 Call the set of odd numbers ...View the full answer
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