Answer: Let Lj and L2 be linear transformations from a \ector space V into a vector
Chapter 6, Problem 33(choose chapter or problem)
Let Lj and L2 be linear transformations from a \ector space V into a vector space IV . Let {VI. V2 . v"1 be a basis for V. Show that if LI(v;) = L2(v,) for i = l. 2 ..... n. then L I (v) = Lz(v) for any v in V
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