Use mesh analysis method to obtain the branch currents of the circuit, then calculate the voltage at each resistor
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Use mesh analysis method to obtain the branch currents of the circuit, then calculate the voltage at each resistor
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- ISMA 3K un 3K un + Vs 7mH 3√1₂ Im mn SmH -+ 20 V t IMF Vc What is Vs. iz Ve at steady-state?For the circuit shown, what is the Norton equivalent current, IN? j3 N 12 0 2452.6° A -j5 N (+2) 14430° V O 3.08452.6° A O 3.29/39.5° A O 2.0252.6° A O 1.15/39.5° A2 535289806977814... For the circuit shown below, detemine the voltage of the -j10 2 capacitive reactance. -j5 2 ILOA(1 #jlon js a < 1012 0.5L-90 542 A
- Assume the passive sign convention. Consider the current waveform. -1 daptive SYNC i(1) (A) 2 10 -2- 1 2 3 - r(s) Determine the voltage across a 2.4 F capacitor. (You must provide an answer before moving on to the next part.) The voltage across the 2.4 F capacitor is -- V. Q Search **** 1/0 ceciet JAFind VTh j60 N a 240/0° V (A 36 N HE -j48 N5. Find the currents 1₁ and 1₂ in the circuit shown in Figure Q5. I₁ j3N ΖΩ -0 Figure Q5 20Z (45) A -j150 1₂ 452
- What charging RC circuit has a time constant of A. 1 B. 2 C. 3 D. 4 E. 5 O C ΟΕ OA 1. OB OD HI HHH 2. TT 12R 5. =RC t 3. 12G 1203 R}For the circuit shown in the following do the following. Find the impedance of the circuit. 150 W C- 60 p 0 115cos(378t 10") 15+j 82.17 ohm O 150+j 182.71 ohm O 12+j 12.7 ohm O 215+j 12.71 ohm 0000 LM 0.6HWhat is IN (Norton Current) in the circuit below? -j150 N 50 Ω + 212.13 4 135° V j200 N VT O 1.06Z0° A 1.34206.57° A O 3245° A O 2.45Z-71.56° A
- ASAPDetermine the Thevenin open-circuit voltage in the figure below as seen from terminals a-b. j4 2 V. ell o a -j2 Q 5/0° A 0.2V, 4Ω O 7.3524-72.9° V 73.52472.9° V O 7.352279.2° V O 7.352272.9° V O 735.2472.9° mV wwFind the charge q(t) on the capacitor and the current i(t) in the given LRC-series circuit. L = 1 h, R = 100 , C = 0.0004 f, E(t) = 40 V, q(0) = 0 C, ¡(0) = 3 A q(t) i(t) = = 3e 2 125 e -50t Need Help? -50t + 11 -50t 5 te -50t 110te Read It + A 2 125 Find the maximum charge on the capacitor. (Round your answer to four decimal places.) 2.2 хс C