Mathematics, 08.08.2019 00:30 jmitial

(c). let a = (2 e). (i). [4 marks] find all the eigenvalues of a. (ii). [4 marks) find an eigenvector of a corresponding to each eigenvalue. (ii). [1 mark] find a diagonal matrix d and an invertible matrix e such that a= ede^-1

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(c). let a = (2 e). (i). [4 marks] find all the eigenvalues of a. (ii). [4 marks) find an eigenvecto...

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