Question: A system has the state variable matrix equation in phase variable form 1 x(t) -a -b = [a b] x + [ ] 4 (1)
A system has the state variable matrix equation in phase variable form
![1 x(t) -a -b = [a b] x + [ ] 4](https://dsd5zvtm8ll6.cloudfront.net/images/question_images/1760/5/1/3/51268ef4de87d3571760513512566.jpg)
1 x(t) -a -b = [a b] x + [ ] 4 (1) y(t) = [10]x(t). It is desired that the canonical diagonal form of the differential equation be
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