Question 3 (2.5 pts) : Find vx(t), t ≥ 0 for L1 = 20 mH, L2 = 80 mH, C

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Question 3 (2.5 pts) : Find vx(t), t ≥ 0 for L1 = 20 mH, L2 = 80 mH, C3 = 10 mF, C4 = 90 mF, R5 = 2 Ω, I6 = 1 A. The initial currents of the inductors are i1(0) = 0.2 A, i2(0) = 0.4 A, and the initial voltages of the capacitors are v3(0) = 2 V, v4(0) = 1 V.

Question 3 (2.5 pts) : Find vx(t), t ≥ 0 for L1 = 20 mH, L2 = 80 mH, C3 = 10 mF, C4 = 90 mF, R5 = 2 Ω, I6 = 1 A. The initial currents of the inductors are i1(0) = 0.2 A, i2(0) = 0.4 A, and the initial voltages of the capacitors are v3(0) = 2 V, v4(0) = 1 V.

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Question 3 (2.5 pts) : Find

v_{x} (t), t \geq 0

for

L_{1} = 20 m H, L_{2} = 80 m H, C_{3} = 10 m F, C_{4} = 90 m F, R_{5} =

2 Ω, I_{6} = 1 A

. The initial currents of the inductors are

i_{1} (0) = 0.2 A, i_{2} (0) = 0.4 A

, and the initial voltages of the capaciors are

v_{3} (0) = 2 V, v_{4} (0) = 1 V

.

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