Is the empty set is a subspace of any vector space?
im not too sure about this one, is the zero vector in the empty set?
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Sign up to join this communityIs the empty set is a subspace of any vector space?
im not too sure about this one, is the zero vector in the empty set?
The answer is no. The empty set is empty in the sense that it does not contain any elements. Thus the zero vector is not a member of the empty set.