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What does it mean for a column vector, \[{\bf V}\] to span R^n? Does it mean that there are n real entries in the column vector?
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R^n usually denotes dimensions; R^3 is 3 dimensions; R^2 is 2 dimensions
span(V) is the set of all linear combinations of vectors in V. If you just have one vector it can only span R. you need 2 linearly independent vectors to span R^2 and so on.
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