Question

4) Find the (a) zeros and (b) poles and (c) state the order of the system shown in the figure 4. Also (d) discuss the stability and (e) state whether the system is underdamped, overdamped, critically damped or undamped. Give reasons for your answers. $R(s)$ $\frac{(3s+2)(s+2)}{s^2+2s+12}$ $C(s)$ Figure 4

          4) Find the (a) zeros and (b) poles and (c) state the order of the system shown in the figure
4. Also (d) discuss the stability and (e) state whether the system is underdamped,
overdamped, critically damped or undamped. Give reasons for your answers.
$R(s)$ \(\frac{(3s+2)(s+2)}{s^2+2s+12}\) $C(s)$
Figure 4

4) Find the (a) zeros and (b) poles and (c) state the order of the system shown in the figure
4. Also (d) discuss the stability and (e) state whether the system is underdamped,
overdamped, critically damped or undamped. Give reasons for your answers.
R(s) ((3s+2)(s+2))/(s^2+2s+12) C(s)
Figure 4

Added by Mary H.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Adi S

11/01/2023

Step 1

Setting the numerator (3s+2)(s+2) equal to zero: (3s+2)(s+2) = 0 This gives s = -2/3 and s = -2 as the zeros of the system. Show more…

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Find the (a) zeros and (b) poles and (c) state the order of the system shown in the figure 4. Also (d) discuss the stability and (e) state whether the system is underdamped, overdamped, critically damped or undamped. Give reasons for your answers. ->R(s)((3s+2)(s+2))/(s^(2)+2s+12)->C(s) Figure 4 R(s C(s) 3S+2s+2 s2+2s+12 Figure 4