oftionGiven the circuit below and the associated set of voltages and currents, the real Power dissipated in the 12 Ohms resistor isV₁ΤΩ1₁Select one:O a. -240 Wj20O b. 480 WO c.240 WO d. 320 W12 ΩΣV, = 150/0° VV₁ (78j104) VV₂ = (72+j104) VV3 (150j130) V-j16 Ω;wwwΤΩ1₂Copyright © 2011 Pearson Education, in publishing Pre HaNote: The given values are not RMS values.j3 Q39 I,I₁ = (-26-j52) AI=(-2+j6) AI₂ = (-24-j58) A

Given circuit,Asked to find the power dissipated in 12 ohm resistor?

Given the circuit below and the associated set of voltages and currents, the real Power dissipated in the 12 Ohms resistor is www ΤΩ j20 Select one: O a. -240 W 12 ΩΣ O b. 480 W OC 240 W O d. 320 W -j16 Ω7 V₁ = 150/0° V V₁ = (78j104) V V₂ (72+j104) V V3 (150j130) V = 627 ΤΩ Note: The given values are not RMS values. j3 Q I₁ = (-26-j52) A I, = (-2+ j6) A 1₂ = (-24-j58) A Copyright © 2011 Pearson can be punga Ha 39 1,

Given the circuit below and the associated set of voltages and currents, the real Power dissipated in the 12 Ohms resistor is www ΤΩ j20 Select one: O a. -240 W 12 ΩΣ O b. 480 W OC 240 W O d. 320 W -j16 Ω7 V₁ = 150/0° V V₁ = (78j104) V V₂ (72+j104) V V3 (150j130) V = 627 ΤΩ Note: The given values are not RMS values. j3 Q I₁ = (-26-j52) A I, = (-2+ j6) A 1₂ = (-24-j58) A Copyright © 2011 Pearson can be punga Ha 39 1,

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

Chapter2: Fundamentals

Section: Chapter Questions

Problem 2.2P: Convert the following instantaneous currents to phasors, using cos(t) as the reference. Give your...

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