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Prove that if A is diagonalizable, then A^T is diagonalizable. | Numerade
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Prove that if A is diagonalizable, so is A^T | Numerade
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If matrix A is diagonalizable, then its transpose A^T must be diagonalizable as well. True False
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SOLVED:Prove that a matrix that is not diagonalizable is the limit of a sequence of diagonalizable matrices.
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SOLVED:Prove that the restriction of a diagonalizable linear operator T to any nontrivial T-invariant subspace is also diagonalizable. Hint: Use the result of Exercise 23
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