Problem 8: Use the node-voltage method to find the branch currents i, through i̟ in the circuit shown below. 50 42 10Ω i 128V 320V 60Ω 80Ω
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Q: If the equivalent resistance of the above circuit is 42, the value of R is
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Q: Compute for the current i2 in the circuit shown below. -555.4737 mA -555.2096 mA -554.6218 mA…
A: r1 = 5 ohm V1 = 15 volts r2 = 3 ohmV2 = 8 V Rload = 10 ohm V3 = 3 V r3 = 3 ohm
Q: 3. Solve for il and 12 |3A 25 Ω 5Ω 10Ω 12V ΖΩ
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Q: In the circuit shown, the potential difference between A and B is 1V M ww 1Ω ww 2V 10Ω. wwB C 3V N…
A: according to the given circuit,i1=v1R1=1 Ai2=V2R2=2 Ai3=V3R3=3 A
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Q: Compute the current across the circuit R3 V₁ = 15 V 40 R₁ 20 R₂ 6Ω· V/₂ = 10 V R₁ 30 V₂ = 30
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