The characteristic equation of a 3 × 3 matrix P is defined as : |λI - P| = λ^3 + λ^2 + 2λ + 1 = 0. "I" denotes identity matrix, then inverse of matrix P will be :
- A. P^2 + P + 2I
- B. P^2 + P + I
- C. -(P^2 + P + I)
- D. -(P^2 + P + 2I)
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The characteristic equation of a 3 × 3 matrix P is defined as : |λI - P| = λ^3 + λ^2 + 2λ + 1 = 0. "I" denotes identity matrix, then inverse of matrix P will be :
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