(a) For the op-amp circuit shown in Figure Q1(a): (i) Derive the mathematical expression for an output voltage at stage 1 and 2 of the op-amp circuit. (ii) Determine the output voltage at stage 2, when the signal inputs at stage 1 are V1 = 3.0 mV, V2 = 5.9 mV, and V3 = 8.9 mV with circuit resistances of R1= 200k2, R2 = 509 k2, R3 = 1MN and Rf= 1 MN.

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Question 1
(a) For the op-amp circuit shown in Figure Q1(a):
Derive the mathematical expression for an output voltage at stage 1 and 2 of
the op-amp circuit.
(i)
(ii)
Determine the output voltage at stage 2, when the signal inputs at stage 1 are
V1 = 3.0 mV, V2 = 5.9 mV, and V3 = 8.9 mV with circuit resistances of R1=
200k2, R2 = 509 k2, R3 = 1MQ and Rf= 1 MQ.
(iii)
If the resistor R4 is connected in series with an additional variable resistor of
19 k2, find the minimum and maximum voltage the circuit can amplify.
RT
Rf
R2
10kn
1kn
R3
RS
R4
OVat
Stage 1
Ov
Stage 2
Figure Q1(a)
Transcribed Image Text:Question 1 (a) For the op-amp circuit shown in Figure Q1(a): Derive the mathematical expression for an output voltage at stage 1 and 2 of the op-amp circuit. (i) (ii) Determine the output voltage at stage 2, when the signal inputs at stage 1 are V1 = 3.0 mV, V2 = 5.9 mV, and V3 = 8.9 mV with circuit resistances of R1= 200k2, R2 = 509 k2, R3 = 1MQ and Rf= 1 MQ. (iii) If the resistor R4 is connected in series with an additional variable resistor of 19 k2, find the minimum and maximum voltage the circuit can amplify. RT Rf R2 10kn 1kn R3 RS R4 OVat Stage 1 Ov Stage 2 Figure Q1(a)
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