d)e)For Z₁ = 1 KQ, Z₂ = 0.1 µF, Z3 = 500 ≤, Z4 = 1 kQ, derive anexpression for the transfer function of the amplifier circuit. Expressthe transfer function in a standard form or a product of forms i.e.constant jw, low pass, inverted low pass or high pass forms.Calculate the cut-off frequency (Hz) and gain (dB) of the amplifiercircuit.inZ3Z₁Z₂+Z4o V.out An amplifier has three stages. A differential input stage drives a gainstage followed by an output stage. Each stage of the amplifier has afrequency response which can be shown to be equivalent to a firstorder low pass filter with gain. The gain of the differential stage is 20dB and the cut-off frequency is 100k rad/sec. The gain of the gainstage is 60 dB and the cut-off frequency is 10k rad/sec. The outputstage has a gain of 10dB and a cut-off frequency of 1000k rad/sec..

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For Z₁ = 1 KQ, Z₂ = 0.1 µF, Z3 = 500 №2, Z4 = 1 ko, derive an expression for the transfer function of the amplifier circuit. Express the transfer function in a standard form or a product of forms i.e. constant jw, low pass, inverted low pass or high pass forms. Calculate the cut-off frequency (Hz) and gain (dB) of the amplifier circuit. V in Z3 N Z₁ Z₂ + 24 o V out

For Z₁ = 1 KQ, Z₂ = 0.1 µF, Z3 = 500 №2, Z4 = 1 ko, derive an expression for the transfer function of the amplifier circuit. Express the transfer function in a standard form or a product of forms i.e. constant jw, low pass, inverted low pass or high pass forms. Calculate the cut-off frequency (Hz) and gain (dB) of the amplifier circuit. V in Z3 N Z₁ Z₂ + 24 o V out

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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