For each root locus in Figure 1 to 4; i) Identify whether the system is stable or not based on the poles and zeros location on the s-plane ii) State whether the root locus sketch is corrent or not. If the sketch is wrong, explain the reason why, and re-draw the correct approximation sketch of the root locus. jo jo s-plane s-plane Double pole Figure 1 Figure 2 ja jo s-plane s-plane Figure 3 Figure 4

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For each root locus in Figure 1 to 4;
i) Identify whether the system is stable or not based on the poles and zeros
location on the s-plane
ii) State whether the root locus sketch is corrent or not. If the sketch is wrong,
explain the reason why, and re-draw the correct approximation sketch of the
root locus.
jo
jo
s-plane
s-plane
Double
pole
Figure 1
Figure 2
jo
ja
X s-plane
s-plane
* 米
Figure 3
Figure 4
Transcribed Image Text:For each root locus in Figure 1 to 4; i) Identify whether the system is stable or not based on the poles and zeros location on the s-plane ii) State whether the root locus sketch is corrent or not. If the sketch is wrong, explain the reason why, and re-draw the correct approximation sketch of the root locus. jo jo s-plane s-plane Double pole Figure 1 Figure 2 jo ja X s-plane s-plane * 米 Figure 3 Figure 4
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