Consider a system described by the following differential equation:

d$3$y$($t$)$dt$3+5$d$2$y$($t$)$dt$2+$dy$($t$)$dt$+$y$($t$)=$dx$($t$)$dt$$x$($t$)$

where $=3.$ For which range of values of is this system stable? Use four decimal places.

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