Draw the magnitude and phase Bode plots of the transfer function T(s). T(s) = 1200s(s + 10) (s+2)(s+20)

Draw the magnitude and phase Bode plots of the transfer function T(s). T(s) = 10s(s + 100) (s+10)

6. Determine the DTFT of the following signal, and plot its magnitude and phase spectra using matlab. x[n] = (1/3)¹u[n - 1]

Consider the following transfer function: (0.1s+2)(s+3) 2. 0.5s2+3s+3 The polar plot meets the real axis at w = 0 and w = 00. What are the crossing points? Choose the closest answer. %3D Select one: O a. 4.00 (w = 0), 0.40 (w = 00) O b. -4.00 (w = 0), -0.40 (w = 0) %3D O c. 0.40 (w = 0), 4.00 (w = o0) %3D d. 20.00 (w = 0), 3.00 (w = ) e. 2.00 (w = 0), 3.00 (w = 00) The correct answer is: 4.00 (w = 0), 0.40 (w = 00)

8. What is the phase of this transfer function? 1 R+ H(w)= jaC+1/R (R+ jaL)

V2(s) of the circuit below and draw its magnitude and phase Bode Find the transfer function H(s) = vi(s) plots. 1 μF V1(1) w 100 k2 1k2 v2(1)

draw asymptotic Bode plots (magnitude & phase). and please explain step by step

Proposed an industrial application with a transfer function. Using the proposed transfer function: 1. Sketch the corresponding magnitude and phase asymptotic Bode plot by hand (Using semi log paper). 2. Plot the corresponding Bode plot in MATLAB and verify that the result corresponds to you hand-sketched asymptotic plot. refer here https://www.mathworks.com/help/ident/reflbode.html 3. Use the MATLAB function to obtain the gain margin and phase margin. Tips: watch class video 4. Comment on system stability based on obtaining gain margin and phase margin.

Please solve in detailed

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