Show that the matrix is not diagonalizable.
[[3,-4,3],[0,3,1],[0,0,4]]
STEP 1: Use the fact that the matrix is triangular to write down the eigenvalues. (Enter your answers from smallest to largest.)
(\lambda _(1),\lambda _(2))=1
STEP 2: Find the eigenvectors
x_(1)
and
x_(2)
corresponding to
\lambda _(1)
and
\lambda _(2)
, respectively.
x_(1)= x_(2)=
STEP 3: Since the matrix does not have linearly independent eigenvectors, you can conclude that the matrix is not diagonalizable. Need Help?

Question

Show that the matrix is not diagonalizable.

[[3,-4,3],[0,3,1],[0,0,4]]

STEP 1: Use the fact that the matrix is triangular to write down the eigenvalues. (Enter your answers from smallest to largest.)

(\lambda _(1),\lambda _(2))=1

STEP 2: Find the eigenvectors

x_(1)

and

x_(2)

corresponding to

\lambda _(1)

and

\lambda _(2)

, respectively.

x_(1)=
x_(2)=

STEP 3: Since the matrix does not have linearly independent eigenvectors, you can conclude that the matrix is not diagonalizable. Need Help?

Accepted Answer

Expert Answer to -  Show that the matrix is not diagonalizable. [[3,-4,3],[0,3,1],[0,0,4]] STEP 1: Use the fact that th

Answer

Solution for -  Show that the matrix is not diagonalizable. [[3,-4,3],[0,3,1],[0,0,4]] STEP 1: Use the fact that th

Answer

This an additional answer to -  Show that the matrix is not diagonalizable. [[3,-4,3],[0,3,1],[0,0,4]] STEP 1: Use the fact that th

(Solved): Show that the matrix is not diagonalizable. [[3,-4,3],[0,3,1],[0,0,4]] STEP 1: Use the fact that th ...