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2 Find a basis for the eigenspace of the 3 x 3 matrix A = 0 -2 1 corresponding to O 0 3 A = -2. Give your answer in the form {u1, u2, . ..} in which each uj is of the same form as (1, 0, -2]. Then find the geometric and algebraic multiplicities of 1 = -2. The eigenspace E_2 has basis: The geometric multiplicity of 1 = -2 is: The algebraic multiplicity of 1 = -2 is