For the circuit shown in Fig Q2, a. Determine the Thevenin's equivalent circuit for the portion of the circuit external to the points a-b (i.e. the portion enclosed by the dashed line in Fig Q2a). b. Using the Thevenin equivalent circuit obtained in (a), determine the value of the current IL through the 100 resistance. c. If a capacitor of 0.1 Farad is added in parallel with the 10 ohm resistor, what will be the stored energy in the capacitor at steady state condition. d. If the capacitor mentioned in part (c) is replaced with an inductor of 0.1 H, determine the stored energy in the inductor at steady state condition. 352 Fig 2 (a) R₂ 552 www R₂ 792 E 35 V I 18 A 10 ΩΡ www RTh Eth Fig 2 (b) R a |L 110 Ω

Introductory Circuit Analysis (13th Edition)
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Publisher:Robert L. Boylestad
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For the circuit shown in Fig Q2,
a. Determine the Thevenin's equivalent circuit for the portion of the circuit external to the points a-b (i.e. the portion enclosed by the
dashed line in Fig Q2a).
b. Using the Thevenin equivalent circuit obtained in (a), determine the value of the current I through the 100 resistance.
c. If a capacitor of 0.1 Farad is added in parallel with the 10 ohm resistor, what will be the stored energy in the capacitor at steady state
condition.
d. If the capacitor mentioned in part (c) is replaced with an inductor of 0.1 H, determine the stored energy in the inductor at steady
state condition.
352
Fig 2 (a)
R₂
552
www
R₂
792
E 35 V
I
18 A
*10 Ω
www
RTh
Eth
Fig 2 (b)
R
a L
110 Ω
Transcribed Image Text:For the circuit shown in Fig Q2, a. Determine the Thevenin's equivalent circuit for the portion of the circuit external to the points a-b (i.e. the portion enclosed by the dashed line in Fig Q2a). b. Using the Thevenin equivalent circuit obtained in (a), determine the value of the current I through the 100 resistance. c. If a capacitor of 0.1 Farad is added in parallel with the 10 ohm resistor, what will be the stored energy in the capacitor at steady state condition. d. If the capacitor mentioned in part (c) is replaced with an inductor of 0.1 H, determine the stored energy in the inductor at steady state condition. 352 Fig 2 (a) R₂ 552 www R₂ 792 E 35 V I 18 A *10 Ω www RTh Eth Fig 2 (b) R a L 110 Ω
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