1. Do a, d-g in the problem below : For the network of Fig. 16.73: a. Find the total impedance "seen" by the source. b. Using the results of part (a), find the total admittance. c. Sketch-the admittance diagram for the parallel network. d. Determine the source current Is. e. Calculate the current through the capacitive element Ic. f. Write the sinusoidal expressions for the applied voltage and source current. g. What is the power factor of the network? Is it leading or lagging? Is this considered a capacitive or inductive configuration? R2 12 V 20° 40 2 R1 202 120 Ω Xc 60 N FIG. 16.73 ll

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Home Work
• 1. Do a, d-g in the problem below :
For the network of Fig. 16.73:
*a. Find the total impedance "seen" by the source.
b. Using the results of part (a), find the total admittance.
c. Sketch the admittance diagram for the parallel network.
d. Determine the source current Is.
e. Calculate the current through the capacitive element Ic.
f. Write the sinusoidal expressions for the applied voltage
and source current.
g. What is the power factor of the network? Is it leading or
lagging? Is this considered a capacitive or inductive
configuration?
R2
40 2
R1
220 N
EA) 12 V 0°
120 N
X 60 N
FIG. 16.73
Transcribed Image Text:Home Work • 1. Do a, d-g in the problem below : For the network of Fig. 16.73: *a. Find the total impedance "seen" by the source. b. Using the results of part (a), find the total admittance. c. Sketch the admittance diagram for the parallel network. d. Determine the source current Is. e. Calculate the current through the capacitive element Ic. f. Write the sinusoidal expressions for the applied voltage and source current. g. What is the power factor of the network? Is it leading or lagging? Is this considered a capacitive or inductive configuration? R2 40 2 R1 220 N EA) 12 V 0° 120 N X 60 N FIG. 16.73
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