Question: Vis vector space with scalar field IR To prove some set WCV is a subspace of V . Can this be proved by using only

Vis vector space with scalar field IR To prove
Vis vector space with scalar field IR To prove some set WCV is a subspace of V . Can this be proved by using only -P OwZE 3 O If VIEW then vtwEW ") can O statement replace the subspace therom of IN cotains the zero rector O. if Wis closed under vector addition & closed under scalar multiplication: Include prove by using BE using (2). and statement if V EW and R is a positive interger then KVE TV, Prove this statement follows but that it does not show that W is closed under scalar multiplication

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