Define a subspace of a vector space V . Take the set of vectors
in Rn...
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Define a subspace of a vector space V . Take the set of vectorsin Rn such that th coordinates add up to 0. I that a subspace. What about the setwhose coordinates add up to 1. Explain your answers.
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1Let V be a vector space and let U be a subset of the set V If U is also a vector space then U is said to be a subspace of the vector space V 2 Let X a1a2an and Y b1b2bn be 2 arbitrary vectors in
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