Let V and W be finite dimensional vector spaces of dimension n ... | Filo
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Let T be a linear operator on a finite-dimensional vector space V, and suppose there exists an ordered basis βfor V such that [T]β is an upper triangular matrix. (a) Prove that the characteristic polynomial for T splits. (b) State and prove an analogous result for matrices. The converse of (a) is treated in Exercise 32 of Section 5.4. | Numerade
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Question:Give an example of a finite dimensional vector space... | Filo
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