Question

1. Find V, in the network in Fig. 1 using superposition. 1 kΩ 2 kΩ R2 R4 2 kΩζv, R1 6 mA R3ξ 2kΩ Is Vs (+) 12V Figure 1.

Find Vo’ due to the current source Is alone. Vo’=______V

Find Vo” due to the voltage source Vs alone. Vo”=______V

Find Vo due to both sources. Vo=______V

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Answer #1

2KL R2 2KRZVO Ic Ri 12V * (1 6mA 32k2 ak 2K112K (q Q.1)/ang- Vallage No in the network in figo Shown below ust JK Ry 2k2 V fi(2 ☆ Voiro + Voiro 2K 6 ma 2k - 2Voi GMA XZK 2001 = 120 =12 Noi = 6V . Volbage to due to Current Source. alone is (Vo = VoiV 2 v 2 V 0 3 2 n + 3 VM +3 VM -36 = 0 8Vn3630 = 8. Vn=36 Vn=36 » Vu = 9 8 * Vn=9 . Current from friggs given as! I= (Un-OJA* I) Voltage Vo due to both Source that is current source (Is) f Voltage ginen Source Vs n en ast K-2 2 w R2+ VS I OMA R2K25 * As we see from calculation that both ear of eam are equals that ist 3 Vo-2 Vu 4 Vn-2V 5 Vo= Vr = 5 Vo . from eano me get

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