In the circuit shown in the figure, the $60 - \mathrm { Hz }$ ac source has a voltage amplitude of $120 \mathrm {~V}$, the capacitive reactance is $750 \Omega$, the inductive reactance is $290 \Omega$, and the resistance is $500 \Omega$. What is the inductance $L$ of the inductor?

A) $3700 \mathrm { mH }$
B) $1700 \mathrm { mH }$
C) $4800 \mathrm { mH }$
D) $2900 \mathrm { mH }$
E) $770 \mathrm { mH }$

Question

In the circuit shown in the figure, the $60 - \mathrm { Hz }$ ac source has a voltage amplitude of $120 \mathrm {~V}$, the capacitive reactance is $750 \Omega$, the inductive reactance is $290 \Omega$, and the resistance is $500 \Omega$. What is the inductance $L$ of the inductor?

A) $3700 \mathrm { mH }$ 
B) $1700 \mathrm { mH }$ 
C) $4800 \mathrm { mH }$ 
D) $2900 \mathrm { mH }$ 
E) $770 \mathrm { mH }$

Quizplus · Accepted Answer

The Answer of In the circuit shown in the figure, the $60 - \mathrm { Hz }$ ac source has a voltage amplitude of $120 \mathrm {~V}$, the capacitive reactance is $750 \Omega$, the inductive reactance is $290 \Omega$, and the resistance is $500 \Omega$. What is the inductance $L$ of the inductor?

A) $3700 \mathrm { mH }$ 
B) $1700 \mathrm { mH }$ 
C) $4800 \mathrm { mH }$ 
D) $2900 \mathrm { mH }$ 
E) $770 \mathrm { mH }$

In the Circuit Shown in the Figure, The 60−Hz60 - \mathrm { Hz }60−Hz

In the Circuit Shown in the Figure, The $60 - \mathrm { Hz }$