Verify cayley camilton theorem for. [1 2 3
2 -1 4
3 1 -1] and find A-¹
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Answer: We begin a proof of the Cayley–Hamilton theorem by noting that if B is an n × n matrix having elements, which are polynomials in λ with constant coefficients, then B can be expressed as a matrix polynomial in λ whose coefficients are n × n constant matrices.
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