Q1: Answer two of the following questions: a) For the circuit shown in fig.(1), v = 10e* V and i = 0.2e-41 A,t> 0 (a) Find R and C. (b) Determine the time constant. Fig.(1) (c) Calculate the initial energy in the capacitor Wc. (Wc= // Cv²) (d) Obtain the time it takes to dissipate 50 percent of the initial energy. b) 10 resistance in parallel with 50 µf capacitance and the current through the capacitance is : Ic=2sin 100t + 1.5 sin200t + 1.2 sin400t A. Find the total dissipated power by the circuit. c) For the circiut shown in fig.(2), the switch has been opened for a long time. It close at t=0, find i,(t) for t>0, let R₁ R₂=1k2, R₁-2k2, and C=0.25mF. Fig.(2) 30 mA R₁ C R₂ C

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Q1: Answer two of the following questions:
a) For the circuit shown in fig.(1),
v = 10e * V and
i = 0.2e-41 A,t> 0
(a) Find R and C.
(b) Determine the time constant.
Fig.(1)
(c) Calculate the initial energy in the capacitor Wc. (W-½ Cv²)
(d) Obtain the time it takes to dissipate 50 percent of the initial energy.
b) 10 resistance in parallel with 50 uf capacitance and the current through the
capacitance is :
Ic=2sin 100t + 1.5 sin200t + 1.2 sin400t A.
Find the total dissipated power by the circuit.
c) For the circiut shown in fig.(2), the switch has been opened for a long time. It close at t=0,
find i,(t) for t>0, let R₁ R₂=1k2, R₁-2k2, and C=0.25mF.
1=0
R₂
Fig.(2)
30 mA
4
R₁
C
Transcribed Image Text:Q1: Answer two of the following questions: a) For the circuit shown in fig.(1), v = 10e * V and i = 0.2e-41 A,t> 0 (a) Find R and C. (b) Determine the time constant. Fig.(1) (c) Calculate the initial energy in the capacitor Wc. (W-½ Cv²) (d) Obtain the time it takes to dissipate 50 percent of the initial energy. b) 10 resistance in parallel with 50 uf capacitance and the current through the capacitance is : Ic=2sin 100t + 1.5 sin200t + 1.2 sin400t A. Find the total dissipated power by the circuit. c) For the circiut shown in fig.(2), the switch has been opened for a long time. It close at t=0, find i,(t) for t>0, let R₁ R₂=1k2, R₁-2k2, and C=0.25mF. 1=0 R₂ Fig.(2) 30 mA 4 R₁ C
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