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If \(X\) \(=\) \(\{\)\(z\) : \(z\) \(=\) 2n, \(n \in \mathbb{N}\) and \(n \le 3\}\), \(Y\) \(=\) \(\{\)\(z\) : \(z\) \(=\) 2n, \(n \in \mathbb{N}\) and \(n \le 3\}\), then find the following:
 
(i) Commutative property of union of sets:
 
(ii) \(Y\) \(\cup\) \(X\) \(=\)