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(c) Consider the non-inverting amplifier shown in Figure Q2(c). Assume an ideal ор-amp. R2 R1 Vx Vout Vin R3 Figure Q2(c) (i) Derive the expression for the output voltage, Vou in terms of Vz and the resistances. (ii) Derive the expression for the closed-loop voltage gain, A, in terms of the resistances. (iii) Given that R3 = 50 kN and R4 = 100 kQ. Find the values of Rị and R2 such that Av = 5 with the assumption that the maximum resistor value is limited to 200 kQ.

(c) Consider the non-inverting amplifier shown in Figure Q2(c). Assume an ideal ор-amp. R2 R1 Vx Vout Vin R3 Figure Q2(c) (i) Derive the expression for the output voltage, Vou in terms of Vz and the resistances. (ii) Derive the expression for the closed-loop voltage gain, A, in terms of the resistances. (iii) Given that R3 = 50 kN and R4 = 100 kQ. Find the values of Rị and R2 such that Av = 5 with the assumption that the maximum resistor value is limited to 200 kQ.

Introductory Circuit Analysis (13th Edition)
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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(c) Consider the non-inverting amplifier shown in Figure Q2(c). Assume an ideal oр-amp. R2 R1 Vx Vout Vin R3 R4 Figure Q2(c) (i) Derive the expression for the output voltage, Vou in terms of Vx and the resistances. (ii) Derive the expression for the closed-loop voltage gain, Ay in terms of the resistances. (iii) Given that R3 = 50 kN and R4 = 100 kQ. Find the values of R1 and R2 such that Av = 5 with the assumption that the maximum resistor value is limited to 200 k2.
Transcribed Image Text:(c) Consider the non-inverting amplifier shown in Figure Q2(c). Assume an ideal oр-amp. R2 R1 Vx Vout Vin R3 R4 Figure Q2(c) (i) Derive the expression for the output voltage, Vou in terms of Vx and the resistances. (ii) Derive the expression for the closed-loop voltage gain, Ay in terms of the resistances. (iii) Given that R3 = 50 kN and R4 = 100 kQ. Find the values of R1 and R2 such that Av = 5 with the assumption that the maximum resistor value is limited to 200 k2.
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