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Let A be a diagonalizable

  1. Let A be a diagonalizable n x n matrix. Prove that if B is any matrix that is similar to A, then B is diagonalizable
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    2. Anonymous asked by Anonymous
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  2. Find a formula in terms of k for the entries of A^k, where A is the diagonalizable matrix below.A= 5 -16 2 -7
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    2. Mei asked by Mei
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  3. A is a diagonalizable matrix.It has the characteristic polynomial det(lambda*I-A)=(lambda-c)^n. Prove that A=cI.
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    2. Alex asked by Alex
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  4. A is a diagonalizable matrix.It has the characteristic polynomial det(lambda*I-A)=(lambda-c)^n. Prove that A=cI.
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    2. Alex asked by Alex
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  5. Prove that if A is a diagonalizable matrix, then the rank of A is the number of nonzero eigenvalues of A.http://ltcconline.net/g
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    2. mathstudent asked by mathstudent
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  6. construct a nondiagonal 2 x 2 matrix that is diagonalizable but not invertible.Just write down a diagonal matrix with one zero
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    2. Jeff asked by Jeff
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