3-32. The impedance triangle of a resistor (R) and an inductor (L) connected in series in an AC circuit is shown in Fig. P3.32, where R = 1000 2 is the resistance of the resistor and Z = 1005 Q is the total impedance of the circuit. Find the induc- tive reactance X, and the phase angle 0. R. Z= 1005 2 R= 1000 2 Figure P3.32 Impedance triangle to find the inductive reactance.

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3-32. The impedance triangle of a resistor (R)
and an inductor (L) connected in series
in an AC circuit is shown in Fig. P3.32,
where R= 1000 2 is the resistance of
the resistor and Z = 1005 2 is the total
impedance of the circuit. Find the induc-
tive reactance X, and the phase angle 0.
%3D
ER
Z= 1005 2
R= 1000 2
Figure P3.32 Impedance triangle to find the
inductive reactance.
Transcribed Image Text:3-32. The impedance triangle of a resistor (R) and an inductor (L) connected in series in an AC circuit is shown in Fig. P3.32, where R= 1000 2 is the resistance of the resistor and Z = 1005 2 is the total impedance of the circuit. Find the induc- tive reactance X, and the phase angle 0. %3D ER Z= 1005 2 R= 1000 2 Figure P3.32 Impedance triangle to find the inductive reactance.
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