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Figure 1 shows a closed-loop control system in which G(S)=40/[ (S+2) (S+3)], and H(S)=1/(S+4) R(3) + E(S) Y() G(s) H(S) Figur

Figure 2 shows the Nyquist plot for the open-loop transfer function. Nyulat Diagram 05 Systems imag: 250 os ghar Axle 5.10 05

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Q qiven, fosse Yis) Gis) H(S) where, 4 is) His) a (3+4) (5+2)/5+3) 2.56) W225 16 rally see 0:18 -2.50)(a) find out the gain is B. Is the sle of unstabled margin expressed Essable Sepstem ain- o CG.M.) yair Margin 을 :: (4.14.)diNow, Ao (5+2)/5+3)579) ;:0.6.7.8.2 416) Ho Po pen-Lop potes is R. H.p.2 0. _. i N = Pz. & N = mo. & enualement of 14 A lap

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