ransfer function and show that the high-frequency gain is (-R₂/R₁) and the 3-dB frequency co-1/CR₁. Desig ircuit to obtain a high-frequency input resistance of 2 k2, a high-frequency gain of 40 dB, and a 3-dB frequ of 2 MHz. At what frequency does the magnitude of the transfer function equal unity? R₂ C R₁ V, 0- OV₂ 41₁ +

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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D 2.92 Figure P2.92 shows a first-order high-pass active filter that has a single time-constant response. Derive the
transfer function and show that the high-frequency gain is (-R₂/R₁) and the 3-dB frequency o = 1/CR₁. Design the
circuit to obtain a high-frequency input resistance of 2 kn, a high-frequency gain of 40 dB, and a 3-dB frequency
of 2 MHz. At what frequency does the magnitude of the transfer function equal unity?
R₂
C
R₁
www
V, 0
V₂
Figure P2.92
Transcribed Image Text:D 2.92 Figure P2.92 shows a first-order high-pass active filter that has a single time-constant response. Derive the transfer function and show that the high-frequency gain is (-R₂/R₁) and the 3-dB frequency o = 1/CR₁. Design the circuit to obtain a high-frequency input resistance of 2 kn, a high-frequency gain of 40 dB, and a 3-dB frequency of 2 MHz. At what frequency does the magnitude of the transfer function equal unity? R₂ C R₁ www V, 0 V₂ Figure P2.92
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