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Show that in any euclidean space r": (a) the set {0,} consisting only of the zero vector is a subspace of r". (b) r" is itself a subspace of r". hint: show that both subsets are non-empty and closed under vector addition and scalar multiplication.
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Show that in any euclidean space r": (a) the set {0,} consisting only of the zero vector is a subsp...
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