Q41 +60 V560 Ω,56 Ω910 Ωwww560 Ω560 Ω1.0 ΚΩ1.0 ΚΩ1.0 ΚΩ560 ΩwwABFIGURE 7-76 41. For the circuit shown in Figure 7-76, calculate the following:(a) Total resistance across the source(c) Current through the 910(b) Total current from the sourceresistor(d) Voltage from A to point B

Answered: + 60 V 560 Ω, 56 Ω 910 Ω www 560 Ω 560…

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter7: Symmetrical Faults

Section: Chapter Questions

Problem 7.3P

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Refer to the figure. The most probable cause of trouble, if any, from these voltage measurements is +9 V R1 22 kn Rc 3.3 kn 6.56 R2 8.2 kn RE 1 kn Poc - 120 O A. RE is open B. A short from collector to emitter C. The base-emitter is open D. No problem
The diodes in the circuit in Figure Q7 have V = 0.7. Determine the output voltage Vo and the currents Ip1, ID2, D3, and I for the following input conditions: V₁ = 2V V₂ = 3V *** In which all the diodes are ON state Parameter Valuc 101 = 6.05 A D2 = 665 9.05 N 9.65A 03 Vo = 5.725 1 - 10 - 19.50 -0.7 - 5 = 0.45m²ß U. = 10 19. H - (.45mA x 9.5 KR) = 5.725 W : 5.75 -02:22 0.5. k IN S. 725-0-7-7 6.05 m/ 3 4.0% XIU A 27 2 3 Vo 05 kQ 0.5 k 120 www IDI 1pz D₁ D₂ Figure Q7 +10 V lost [ f +5 V 9.5 KQ D ovo 77°F Clear
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For the circuit in Figure 1, R = 2k2, L= 250mH, and C= 10nF. The initial current in the inductor, is Io of the RLC circuit, s1 and s2, are: - 4A, and the initial capacitor voltage is 0V. The characteristic roots ic iR Vo Io R Figure 1 a) s, = 0rad/s s, =-12,000 rad/s b) s, =-0.0125+ j0.316 rad/s s, =-0.0125- j0.316 rad/s О , 3 -10,000 rad/s d) s, = -5000 rad/s S2 =-40,000 rad/s sz =-20,000 rad/s e) None of the above For the circuit in Figure 1, what is the initial value of the time derivative of the voltage in the capacitor, dvc(0*)ldt ? dv (0*) a = 4×10% V/s dt dv (0*) b) dt c) dv (0*) - = 7.5×10° V/s dt dv (0*) d) dt 2,450 V/s e) None of the above For the circuit in Figure 1, what is the initial value of the current in the resistor, iR(0")?
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