Using linearity and the assumption that V₁ = 1V, find V in the circuit shown given that V, = 14V, R₁ = 10k, R₂ = 4kQ, R3 = 4kQ, R4 = 10k, R5 = 5k, R6 = 4kQ,and R7 = 8ΚΩ. Circuit where V₁ = 1V I7 h R₁ = 0.125 mA = 1.625 + V V₁ = 13 V2 I₁ = Vs = = = mA V mA V Original circuit (V. Vo= = 14V) V R3 + 15 + R5 17 R6 R7 Vo V₂ R2 V4 R4

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The only correct answer are 1.25 and 1.625. The other answer I can't figure it out. 

Using linearity and the assumption that V₁ = 1V, find V in the circuit shown given that V, = 14V,
R₁
=
10k, R₂ = 4kQ, R3 = 4kQ, R4 = 10k, R5 = 5k, R6
=
4kQ,and R7
=
8ΚΩ.
Circuit where V₁ = 1V
I7
h
R₁
=
0.125
mA
=
1.625
+
V
V₁ =
13
V2
I₁
=
Vs
=
=
=
mA
V
mA
V
Original circuit (V.
Vo=
=
14V)
V
R3
+
15
+
R5
17
R6
R7
Vo
V₂
R2
V4
R4
Transcribed Image Text:Using linearity and the assumption that V₁ = 1V, find V in the circuit shown given that V, = 14V, R₁ = 10k, R₂ = 4kQ, R3 = 4kQ, R4 = 10k, R5 = 5k, R6 = 4kQ,and R7 = 8ΚΩ. Circuit where V₁ = 1V I7 h R₁ = 0.125 mA = 1.625 + V V₁ = 13 V2 I₁ = Vs = = = mA V mA V Original circuit (V. Vo= = 14V) V R3 + 15 + R5 17 R6 R7 Vo V₂ R2 V4 R4
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