7. If X(s) = -, find the poles, draw them in s-plain , determine is the system stable or not and draw the shape of the response when : G(s) s2 + 5s + 6 1 G(s) s2 – 1 1 G(s) = s2 + 4

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Q: How did the output become like this? Can you explain the steps? 3 = (s³ + 8s² + 18s)I2 from this…

A: solutionGiven that1s=1+3s*13s2+5s+3I2-3s*I23=s3+8s2+18sI2

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Q: x2(1) K,=7 N/m x1(1) fv4=4 N-s/m+ HE K3 = 5 N/m fv, = 4 N-s/m M, = 4 kg K, = 1 N/m M2= 2kg 0000 )…

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Q: G7 Using Mason's rule, find the transfer function T(s)=Y(s)/R(s). Gg G6 G4 Gs Y(s) G2 R(s) -H4 -H1…

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Q: How did the output become like this? Can you explain the steps? 3 = (s³ + 8s² + 18s)I2 from this…

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Q: Exemple 45 S-3 Tis) = S+35+ 2 L-6 S+4 a) Generate Hhe siginal glow gooupls write the state space…

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Q: transfer function

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A: