Quiz3.EGM+4313 - There are three distinct eignevalues, so...

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EGM 4313, Mikolaitis, Spring 2011 – Quiz 3 NAME:___________________________ 25 minutes – open book – closed notes – no calculators Find the eigenvalues and as many linearly independent eigenvectors as possible for the matrix given that one of the eignevalues is 1. Solution: First find the eigenvalues:
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Unformatted text preview: There are three distinct eignevalues, so there will be three linearly independent eigenvectors. , hence (or any non-zero multiple) is an eigenvector. , hence (or any non-zero multiple) is an eigenvector. , hence (or any non-zero multiple) is an eigenvector....
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This note was uploaded on 09/05/2011 for the course EGM 4313 taught by Professor Mei during the Spring '08 term at University of Florida.

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Quiz3.EGM+4313 - There are three distinct eignevalues, so...

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