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Prove Corollary 6.2. If L: VW is a linear transformation of a vector space V into a vector space W and dim V-dim W, then
Prove Corollary 6.2. If L: VW is a linear transformation of a vector space V into a vector space W and dim V-dim W, then the following statements are true: (a) If L is one-to-one, then it is onto. (b) If L is onto, then it is one-to-one
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