Solved: Let L : V -j. W be a mapping of a vector space V into a vector space IV. Prove

Chapter 6, Problem 6

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Let L : V -j. W be a mapping of a vector space V into a vector space IV. Prove that L is a linear transformation If :"lnd only if I .(J II + hv) = (JI.(II) + h I .(v ) for :"lny real numbers a. b and any vectors u. v in V

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