Two impedances, Z1 and Z2, are connected in parallel and the combination is in series with another impedance Z3 (values are shown below). If this circuit is connected across a 100-V, 60-Hz source, what value of inductance must be connected in series with the circuit so that the power factor becomes unity? * Z1 = 9.82 - 78" 2, Z2 = 18.521.8 2, Z3 = 5253.1 2 Your answer

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 2.18P: Let a series RLC network be connected to a source voltage V, drawing a current I. (a) In terms of...
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Two impedances, Z1 and Z2, are
connected in parallel and the
combination is in series with another
impedance Z3 (values are shown
below). If this circuit is connected
across a 100-V, 60-Hz source, what
value of inductance must be
connected in series with the circuit
so that the power factor becomes
unity? *
Z1 = 9.82 - 78" 2, Z2 18.5421.8 2, Z3 = 5253.1' 2
Your answer
The two impedances shown below
are connected in parallel. The
combination draws 2+j1 A current
from a voltage source. What is the
total complex power supplied to the
circuit? (answer using rectangular
coordinates) *
= 102 - 53.13 2 and Z2
= 20236.87'
Answer only. Thanks
Transcribed Image Text:Two impedances, Z1 and Z2, are connected in parallel and the combination is in series with another impedance Z3 (values are shown below). If this circuit is connected across a 100-V, 60-Hz source, what value of inductance must be connected in series with the circuit so that the power factor becomes unity? * Z1 = 9.82 - 78" 2, Z2 18.5421.8 2, Z3 = 5253.1' 2 Your answer The two impedances shown below are connected in parallel. The combination draws 2+j1 A current from a voltage source. What is the total complex power supplied to the circuit? (answer using rectangular coordinates) * = 102 - 53.13 2 and Z2 = 20236.87' Answer only. Thanks
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