PROBLEM 3: Consider the circuit shown below in which you are to assume that Vsi, Vs2, Is and the resistors are known. Use the node voltage method to compose the minimum set of equations sufficient to determine all of the labeled node voltages (i.e. A through F). Do not include redundant equations! Your equations should be in terms of ONLY the node voltages, Vsi, Vs2, Is, and the resistors. You do not need to arrange the equations in matrix form nor to simplify them algebraically. Vs1 F R₁ VD E 마 R₂ R4 R3 B VS2 R5

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PROBLEM 3: Consider the circuit shown below in which you are to assume that Vsi, Vs2, Is and the resistors
are known. Use the node voltage method to compose the minimum set of equations sufficient to determine all
of the labeled node voltages (i.e. A through F). Do not include redundant equations! Your equations should be
in terms of ONLY the node voltages, Vsi, Vs2, Is, and the resistors. You do not need to arrange the equations
in matrix form nor to simplify them algebraically.
Vs₁
F
+
R₁
VD
E
R₂
www
R4
A
B
+
R3
C
VS2
R5
Is
Transcribed Image Text:PROBLEM 3: Consider the circuit shown below in which you are to assume that Vsi, Vs2, Is and the resistors are known. Use the node voltage method to compose the minimum set of equations sufficient to determine all of the labeled node voltages (i.e. A through F). Do not include redundant equations! Your equations should be in terms of ONLY the node voltages, Vsi, Vs2, Is, and the resistors. You do not need to arrange the equations in matrix form nor to simplify them algebraically. Vs₁ F + R₁ VD E R₂ www R4 A B + R3 C VS2 R5 Is
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