Solved: Example Repeated Eigenvalues may or may not have 𝑛 independent Eigenvectors

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Example Repeated Eigenvalues may or may not have 𝑛 independent Eigenvectors
𝐴=[2102] is Triangular with 𝜆1= 𝑞, and 𝜆2= 𝑞, . Eigenvectors =
Algebraic Multiplicity = 𝑞, Geometric Multiplicity = 𝑞, ▹ Nondiagonalizable
𝐼=[1001] is Identity with 𝜆1=, and 𝜆2= 𝑞, . Eigenvectors =

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