9.Design a Band Reject Filter to reject the band in the range of 5kHz to 10 kHz. The values ofC1 = 0.05 µF and C2 = 0.01 µF.In the VCO, calculate the change in the output frequency if the supply voltage is variedbetween 9V and 11V. Assume Vcc = 12V and RT= 6.8kQ, C7=75PF, R1= 15k and R2=100KQ.10.%3D

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Answered: Design a Band Reject Filter to reject…

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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A geophone is able to pick up signals in the frequency range of 20 Hz to 340Hz. Design anactive filter and a passive filter the earth vibration signal which ranges from 50 Hz to 250 Hz.What is the filter gain when the signal is at 450 Hz for both filters? Please state which type offilter performs better in this scenario and why
Design the following Butterworth IIR filters. Let Fs=8000Hz. Determine H(s) of the analog Butterworth prototype based on a normalized sampling frequency Fs=1Hz (to simplify the computations).NOTE: If a digital filter with fc=800Hz is to be designed with Fs=8000Hz, an equivalent filter with normalized frequencies fc=0.1Hz and Fs=1Hz can be designed instead. The normalized frequencies are computed by dividing all the original frequencies with the original Fs. Determine H(z) and the difference equation of the Butterworth IIR filter using Bilinear transformation with pre-warping.(a) 2nd-order Lowpassfc=800HzNote: The normalized frequencies are fc=0.1Hz and Fs=1Hz. Answer: H(s)= 0.4223/(s^2+0.919s+0.4223) y[n]=0.0675x[n]+0.1349x[n-1]+0.0675x[n-2]+1.143y[n-1]-0.4128y[n-2]
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The band-pass filter in the figure is required to pass signals with a frequency of f = 4 kHz with a tolerance of 10% (For example, for a 100 kHz operation, the low cut-off frequency will be fOL = 90 kHz and the high cut-off frequency fOH = 110 kHz). Accordingly, when RG1 = 470 Ω, RG2 = 560 Ω, RF1 = 1.2 kΩ, RF2 = 2 kΩ, C1 = 0.05 μF and C2 = 0.03 μF, what should the values of the resistors R1 and R2 be, respectively? (Op-amps would be considered ideal.) a. R1 = 265,26 Ω ve R2 = 1205,70 Ω b. R1 = 884,20 Ω ve R2 = 361,71 Ω c. R1 = 884,20 Ω ve R2 = 723,42 Ω d. R1 = 1503,15 Ω ve R2 = 1687,98 Ω e. R1 = 1503,15 Ω ve R2 = 723,42 Ω f. R1 = 884,20 Ω ve R2 = 2049,69 Ω g. R1 = 1237,89 Ω ve R2 = 1205,70 Ω h. R1 = 884,20 Ω ve R2 = 1687,98 Ω i. R1 = 884,20 Ω ve R2 = 1205,70 Ω j. R1 = 1503,15 Ω ve R2 = 1205,70 Ω k. R1 = 530,52 Ω ve R2 = 1205,70 Ω
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Can someone explain how to get Zt of the following bandstop filter?

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Design a Band Reject Filter to reject the band in the range of 5kHz to 10 kHz. The values of C1 = 0.05 µF and C2 = 0.01 µF. 9.