igure 2 shows a frequency fesponse of a multiple-feedback band-pass active filter. Gain(dB) 3.0- 40JB/dec 930 1000 1050 40dB/des →AH:) Figure 2 (a) Based on Figure 2, determine the maximum gain in amplitude, bandwidth, and quality factor (Q) of the filter. (6) Design the component values for the multiple-feedback band-pass filter to achieve the frequency response in Figure 2 if the high-pass circuit resistance is given as R; = 31.8 k. Illustrate the circuit design and label all circuit components. (c) Identify and modify the necessary resistor value for the circuit designed in Question 2(b) such that a new center frequency of 2000 Hz is obtained without affecting the maximum gain and bandwidth determined in Question 2(a).

igure 2 shows a frequency fesponse of a multiple-feedback band-pass active filter. Gain(dB) 3.0- 40JB/dec 930 1000 1050 40dB/des →AH:) Figure 2 (a) Based on Figure 2, determine the maximum gain in amplitude, bandwidth, and quality factor (Q) of the filter. (6) Design the component values for the multiple-feedback band-pass filter to achieve the frequency response in Figure 2 if the high-pass circuit resistance is given as R; = 31.8 k. Illustrate the circuit design and label all circuit components. (c) Identify and modify the necessary resistor value for the circuit designed in Question 2(b) such that a new center frequency of 2000 Hz is obtained without affecting the maximum gain and bandwidth determined in Question 2(a).

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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