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Let A be a diagonalizable n x n matrix and let P be an invertible n x n matrix such that B = PAP is
Let A be a diagonalizable n x n matrix and let P be an invertible n x n matrix such that B = PAP is the diagonal form of A. Prove that AK = PB*P-1, where k is a positive integer. Use the result above to find the indicated power of A. A = -11 -18 6 10 , 46 46 = 1
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