L G(s) = E 25 S5 + 21 s4 + 156 s3 +356 s² - 3925 s - 25050 r(t) y(t) G(s) Figure 3: Use Routh-Hurwitz to: 3.1 Determine

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answerhappygod
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L G(s) = E 25 S5 + 21 s4 + 156 s3 +356 s² - 3925 s - 25050 r(t) y(t) G(s) Figure 3: Use Routh-Hurwitz to: 3.1 Determine

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L G S E 25 S5 21 S4 156 S3 356 S 3925 S 25050 R T Y T G S Figure 3 Use Routh Hurwitz To 3 1 Determine 1
L G S E 25 S5 21 S4 156 S3 356 S 3925 S 25050 R T Y T G S Figure 3 Use Routh Hurwitz To 3 1 Determine 1 (164.7 KiB) Viewed 49 times
Please help show all the steps especially the one where we are required to find T(s)
L G(s) = E 25 S5 + 21 s4 + 156 s3 +356 s² - 3925 s - 25050 r(t) y(t) G(s) Figure 3: Use Routh-Hurwitz to: 3.1 Determine if the system is stable or not. 3.2 Obtain the number of poles on the right hand side, left hand side and imaginary- axis of s-plane.
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