Mining Engineering > GATE 2026 > Linear Algebra - Cayley-Hamilton Theorem
If I is an identity matrix, the polynomial equation that satisfies the Cayley-Hamilton theorem for the matrix P = [[2, 1], [0, 3]] is
A
P2 - 5P + 6I = 0
B
P2 - 5P + 5I = 0
C
P2 - 6P + 5I = 0
D
P2 - 4P + 3I = 0

Correct : a

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