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Let \(A\) be a square matrix. Proof or Counterexample. If \(A\) is diagonalizable, then so is \(A^{2}\).

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Let \(A\) be a square matrix. Proof or Counterexample.
a) If \(A\) is diagonalizable, then so is \(A^{2}\).
b) If \(A^{2}\) is diagonalizable, then so is \(A\).
in Mathematics by ♦ Platinum (131,840 points) | 68 views

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