For the circuit shown below, determine: a) Amplitude of the Voltage Source b) RMS value of the Voltage Source c) Frequency of the Voltage Source d) Phase Angle of the Voltage Source e) Total Resistance f) Total Inductance g) Total Capacitance h) Inductive Reactance i) Capacitive Reactance j) Total Impedance in Polar Form k) Total Current in Polar Form I) Voltage across the Resistor m) Voltage across the Inductance n) Voltage across the Capacitor o) Draw all voltages and current on the Complex Plane e = √2(20) sin 3771 + R₁ = 6 R₂ = 40 L₁ = 0.05 H L₂ = 0.05 H www moo voo + UR ₁01) C₁ = 200 μF C₂ = 200 μF + UL HE + UC

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For the circuit shown below, determine:

  1. Amplitude of the Voltage Source
  2. RMS value of the Voltage Source
  3. Frequency of the Voltage Source
  4. Phase Angle of the Voltage Source
  5. Total Resistance
  6. Total Inductance
  7. Total Capacitance
  8. Inductive Reactance
  9. Capacitive Reactance
  10. Total Impedance in Polar Form
  11. Total Current in Polar Form
  12. Voltage across the Resistor
  13. Voltage across the Inductance
  14. Voltage across the Capacitor
  15. Draw all voltages and current on the Complex Plane

 

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For the circuit shown below, determine:
a) Amplitude of the Voltage Source
b) RMS value of the Voltage Source
c) Frequency of the Voltage Source
d) Phase Angle of the Voltage Source
e) Total Resistance
f) Total Inductance
g) Total Capacitance
h)
i)
j) Total Impedance in Polar Form
k) Total Current in Polar Form
I) Voltage across the Resistor
m) Voltage across the Inductance
n) Voltage across the Capacitor
o) Draw all voltages and current on the Complex Plane
Inductive Reactance
Capacitive Reactance
e = √2(20) sin 377t
+
ol
R₁
+
= 6Ω R2 = 4Ω L
UR
= 0.05 H
moo
+
42
UL
C₁ = 200 μF C₂
= 0.05 H
voo
+
UC
= 200 μF
HE
Transcribed Image Text:For the circuit shown below, determine: a) Amplitude of the Voltage Source b) RMS value of the Voltage Source c) Frequency of the Voltage Source d) Phase Angle of the Voltage Source e) Total Resistance f) Total Inductance g) Total Capacitance h) i) j) Total Impedance in Polar Form k) Total Current in Polar Form I) Voltage across the Resistor m) Voltage across the Inductance n) Voltage across the Capacitor o) Draw all voltages and current on the Complex Plane Inductive Reactance Capacitive Reactance e = √2(20) sin 377t + ol R₁ + = 6Ω R2 = 4Ω L UR = 0.05 H moo + 42 UL C₁ = 200 μF C₂ = 0.05 H voo + UC = 200 μF HE
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