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For each set below, name the reference vector space it is (product, \(\mathbb{K}^n\), matrix space, polynomial space, or function space) and give its zero vector.
\(\mathbb{R}^4\);
\(M_{2,3}(\mathbb{R})\);
\(\mathbb{R}[X]\);
\(\mathbb{C}^\mathbb{N}\);
\(\mathbb{R}^\mathbb{R}\), the set of functions \(\mathbb{R} \to \mathbb{R}\).
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