3. Consider the square matrix: A = a. What does it mean for a vector, v, to be an "eigenvector" of A (or of any matrix)? b. Is v = an eigenvector of A? Explain.

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3. Consider the square matrix: A = ol
a. What does it mean for a vector, v, to be an "eigenvector" of A (or of any matrix)?
b. Is v =
an eigenvector of A? Explain.
Transcribed Image Text:3. Consider the square matrix: A = ol a. What does it mean for a vector, v, to be an "eigenvector" of A (or of any matrix)? b. Is v = an eigenvector of A? Explain.
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