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Kyle
Posts:
4
From:
Seattle
Registered:
11/9/13


Eigenvector problem
Posted:
Nov 9, 2013 3:15 PM


For the case where x^3+8*x^216*x=0 the two roots wolfram alpha gives is x=0 and x=4. But, there is a third root that is canceled out from factoring and dividing into 0, which could represent any real number. Could this eigenvalue or root represent an infinite number of eigenvectors?


Date

Subject

Author

11/9/13


Kyle

11/12/13


grei


