Find the transformation x(t) = Tx(t) so that the state equations are transformed into the diagonal canonical form if A has distinct eigenvalues or Jordan canonical form if A has at least one...

8Find the transformation x(t) = Tx(t) so that the state equations are transformed into<br>the diagonal canonical form if A has distinct eigenvalues or Jordan canonical form if<br>A has at least one multiple-order eigenvalue.<br>2<br>01<br>[0]<br>2 0 B<br>1.<br>.C = [1 0 1]<br>A<br>-1 0<br>

Extracted text: Find the transformation x(t) = Tx(t) so that the state equations are transformed into the diagonal canonical form if A has distinct eigenvalues or Jordan canonical form if A has at least one multiple-order eigenvalue. 2 01 [0] 2 0 B 1. .C = [1 0 1] A -1 0

Jun 11, 2022
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