Invariant subspaces of linear maps: Matrices and coordinate transformations
Characteristic polynomial of a matrix
Determine the solutions of the characteristic equation of the matrix
\[
A = \matrix{-6& 7 \\ 0 & 9}
\] Give your answer in the form of a list of length #2#. For example: \(\rv{\lambda_1,\lambda_2} \) \(=\) \( \rv{1,3}\) if #\lambda_1=1# and #\lambda_2=3#.
\[
A = \matrix{-6& 7 \\ 0 & 9}
\] Give your answer in the form of a list of length #2#. For example: \(\rv{\lambda_1,\lambda_2} \) \(=\) \( \rv{1,3}\) if #\lambda_1=1# and #\lambda_2=3#.
\(\rv{\lambda_1,\lambda_2}= {}\) |
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