Suppose has eigenvalue with corresponding eigenvector u and eigenvalue A = 2 with corresponding eigenvector v Find the following A'u 9
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Now we want to find A'u. We can start by taking the transpose of the equation Au = λu: (Au)^T = (λu)^T u^T A^T = λ u^T Now, we can substitute A'u for u^T A^T: A'u = λ u^T Since we want to find A'u, we can multiply both sides by u: u(A'u) = λ (u^T u) Now, we Show more…
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