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Which of the following statements is/are correct for every linear transformation T: R^3 -->R^3 such that T^3 - T^2 - T+ I=0?
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Which of the following statements is/are correct for every linear transformation T: R^3 -->R^3 such that T^3 - T^2 - T+ I=0? (a) T is invertible as well as diagonalizable (b) T is invertible, but not necessarily diagonalizable (c) T is diagonalizable, but not necessarily invertible (d) None of the above Solve this question. You will get the correct solution tomorrow.

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