Question: State-space representations are, in general, not unique. One system can be represented in several possible ways. For example, consider the following systems: a. x =
State-space representations are, in general, not unique. One system can be represented in several possible ways. For example, consider the following systems:
a. ẋ = -5x + 3u
y = 7x
b.
![-5 X1 3 + u X2 y = [7 0] X2](https://dsd5zvtm8ll6.cloudfront.net/si.question.images/images/question_images/1610/5/9/8/0495fffc6a1dfe9d1610598051289.jpg)
c.

Show that these systems will result in the same transfer function.
-5 X1 3 + u X2 y = [7 0] X2
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