1) Determine if the set U is a subspace of the vector space V. If yes show the 3 properties, if no explain why...

Let V be the vector space of all continuously differentiable functions on the real line. U is the subset of V such that U={f:f'=3f}

Let V be the vector space of all continuously differentiable functions on the real line. U is the subset of V such that U={f:f'=3f}

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The way to approach this... View the full answer