Solved: Let L : V -+ V be a linear operator defined by Liv) = c v. where c is a fixed
Chapter 6, Problem 21(choose chapter or problem)
Let L : V -+ V be a linear operator defined by Liv) = c v. where c is a fixed constant. Prove that the representation of L with respect to any ordered basis for \' is a scalar matrix. (See Section 1.5.)
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