a) Using nodal analysis, analyzed the circuit in Figure Q2a and identify and mark all the essential and reference nodes express the KCL and the constraint equations for all the essential nodes show how to calculate the current, Ix and the power of the 12 V voltage source. (Do not solve the unknown). i) ii) iii) 2 A 30 Ω ww 2002 www +Vx- V₂ 100 www lx 10Vx Figure Q2a 12 V V3 15 0

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a)
b)
Using nodal analysis, analyzed the circuit in Figure Q2a and
identify and mark all the essential and reference nodes
express the KCL and the constraint equations for all the essential nodes
show how to calculate the current, Ix and the power of the 12 V voltage source.
(Do not solve the unknown).
i)
ii)
iii)
2 A
20 Ω
5ly
W
30 Ω
ww
↑
4 A
2002
www
+Vx-
30 Ω
V₁ 100
For the circuit shown in Figure Q2b, apply mesh analysis to solve for the voltage V₂ and
the power dissipated in the 40 2 resistor.
lx
10Vx
Figure Q2a
W
10.02
10 2
20 V
Figure Q2b
12 V
20 Ω
ww
50 Ω
Va
W
V3
W
15 0
20 Ω
40 Ω
Transcribed Image Text:a) b) Using nodal analysis, analyzed the circuit in Figure Q2a and identify and mark all the essential and reference nodes express the KCL and the constraint equations for all the essential nodes show how to calculate the current, Ix and the power of the 12 V voltage source. (Do not solve the unknown). i) ii) iii) 2 A 20 Ω 5ly W 30 Ω ww ↑ 4 A 2002 www +Vx- 30 Ω V₁ 100 For the circuit shown in Figure Q2b, apply mesh analysis to solve for the voltage V₂ and the power dissipated in the 40 2 resistor. lx 10Vx Figure Q2a W 10.02 10 2 20 V Figure Q2b 12 V 20 Ω ww 50 Ω Va W V3 W 15 0 20 Ω 40 Ω
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