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Linear Algebra Example Problems - Diagonalizing a Matrix

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Adam Panagos

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The previous video on this playlist used the matrix diagonalization A = PDP^1 to simplify a computation. In this video we show how to diagonalize A by explicitly constructing the matrices P and D. If A has unique eigenvalues, D should be a diagonal matrix with eigenvalues along the diagonal while P will have eigenvectors as its columns.

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