Question 2. (a) Design a high pass filter with a cut of frequency of K1 and a passband gain of K. Take K1 equal to the last 2-digit of your student number in kHz and K; is the last non-zero digit of your student number. (b) Plot the Bode plot of the frequency response of the designed circuit using a python script and validate your answer. (c) How would you increase the passband gain by a factor of five without changing the cutoff frequency?

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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K1 = 26 and K2 = 6

Question 2. (a) Design a high pass filter with a cut of frequency of Kị and a passband gain of K2. Take Ki equal to
the last 2-digit of your student number in kHz and K; is the last non-zero digit of your student number. (b) Plot
the Bode plot of the frequency response of the designed circuit using a python script and validate your answer. (c)
How would you increase the passband gain by a factor of five without changing the cutoff frequency?
Transcribed Image Text:Question 2. (a) Design a high pass filter with a cut of frequency of Kị and a passband gain of K2. Take Ki equal to the last 2-digit of your student number in kHz and K; is the last non-zero digit of your student number. (b) Plot the Bode plot of the frequency response of the designed circuit using a python script and validate your answer. (c) How would you increase the passband gain by a factor of five without changing the cutoff frequency?
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