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Question: let v and w be vector spaces over r with...

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Let V and W be vector spaces over R with dim(V)-n and dim(W) , and let Lin(y W) denote the set of all linear transformations L : V → W (a) Let B-(Vi. Vnt be a basis for V and let C- {wi ...., Wm be a basis for W. Explain how these bases allow us to choose a basis for Lin(V, W). Use this to compute the dimension of Lin(V, W) Hint: Consider the set of maps o defined by

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