j16 Ω 8 Ω 10 Ω 2Ω ww -j5 Ω Figure 1 -j4Ω Vs rms

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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id number is 59

Μ
j16 Ω
8 Ω
ww
10 Ω
Μ
2Ω
-j5Ω
Figure 1
-j4Ω
+
Vs
rms
Transcribed Image Text:Μ j16 Ω 8 Ω ww 10 Ω Μ 2Ω -j5Ω Figure 1 -j4Ω + Vs rms
Referring to the Figure 1 below, set the value of voltage Vs as: -
Vs (rms) = (120+the last 2 digit ID Number) ≤45° V
Example: ID No: RE20630; So,
s (rms)
Vs (rms) = 150/45° V
Then, calculate the following parameters: -
i)
The value of power factor. (State either lagging or leading power factor)
ii)
The average power supplied by the generator, PT
iii)
The total reactive power, Qr (State either capacitive or inductive load)
iv)
The total apparent power, ST
v) The complex power, ST
(Write your answer in 3 decimal places.)
= (120+30)/45° V
Transcribed Image Text:Referring to the Figure 1 below, set the value of voltage Vs as: - Vs (rms) = (120+the last 2 digit ID Number) ≤45° V Example: ID No: RE20630; So, s (rms) Vs (rms) = 150/45° V Then, calculate the following parameters: - i) The value of power factor. (State either lagging or leading power factor) ii) The average power supplied by the generator, PT iii) The total reactive power, Qr (State either capacitive or inductive load) iv) The total apparent power, ST v) The complex power, ST (Write your answer in 3 decimal places.) = (120+30)/45° V
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