A series RCL circuit includes a resistance of 237, an inductive reactance of 513, and a capacitive reactance of 439. The current in the circuit is 0.207 A. What is the voltage of the generator? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.
Impedance of the circuit Z = sqrt [ R2 + (XL - XC)2 ]
= sqrt [ 2372 + (513 - 439)2 ]
= 248.28 ohm
V = I Z
= 0.207 * 248.28
voltage of the generator = 51.39 V
A series RCL circuit includes a resistance of 237, an inductive reactance of 513, and a...
A series RCL circuit includes a resistance of 225, an inductive reactance of 572, and a capacitive reactance of 469. The current in the circuit is 0.295 A. What is the voltage of the generator? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise. I got 81.12982713 V but for some reason it keeps saying I am wrong.
A series RCL circuit has a resonant frequency of 2100 Hz. When operating at a frequency other than 2100 Hz, the circuit has a capacitive reactance of 6.30 and an inductive reactance of 32.0. What are the values of (a) L and (b) C? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.
A series RCL circuit has a resonant frequency of 2000 Hz. When operating at a frequency other than 2000 Hz, the circuit has a capacitive reactance of 6.20 and an inductive reactance of 29.0. What are the values of (a) L and (b) C? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.
A series RCL circuit has a resonant frequency of 2200 Hz. When operating at a frequency other than 2200 Hz, the circuit has a capacitive reactance of 5.70 and an inductive reactance of 25.0. What are the values of (a) L and (b) C? Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.
An AC series circuit has 18.9-Ω resistance, 21.1-Ω inductive reactance, and 15.5-Ω capacitive reactance. If an effective (rms) emf of 94 V is applied, what is the power output?
An AC series circuit has 12.0 Ω resistance, 15.00 Ω inductive reactance and 10.00 Ω capacitive reactance. If an effective (rms) emf of 144 V is applied, what is the power dissipated by the resistor? A. 1728 W B. 1472 W C. 1595 W D. 1020 W
Chapter 23, Problem 35 A series RCL circuit is at resonance and contains a variable resistor that is set to 12a. The power dissipated in the circuit is i,60 w. Assuming that the voltage remains constant, how much power is dissipated when the variable resistor is set to 690Ω7 Note: The ac current and voltage are rms values and powers an average ra e iness indicated otherwise Number Units the tolerance is +/-596
Refer to Interactive Solution 23.27 for help with problems like this one. A series RCL circuit contains only a capacitor (C = 11.1 uF), an inductor (L - 3.73 mH), and a generator (peak voltage - 53.7 V, frequency = 1.37 x 10 Hz). When t-os, the instantaneous value of the voltage is zero, and it rises to a maximum one-quarter of a period later. (a) Find the instantaneous value of the voltage across the capacitor/inductor combination when t =...
In a series circuit, a generator (1300 Hz, 15.0 V) is connected to a 14.0- resistor, a 3.90-μF capacitor, and a 5.80-mH inductor. Find the voltages across (a) the resistor, (b) the capacitor, and (c) the inductor. Note: The ac current and voltage are rms values and power is an average value unless indicated otherwise.
I
need help for (e),(f), and (g)
R 00000 с (a) If an RCL series circuit contains a resistance R = 349 2. a capacitance C = 4.4 uF, and an inductance of L = 0.24 H, calculate the inductive reactance X{ if the circuit is connected to a voltage source whose frequency is 449 Hz. Ω | Help Reset Enter X1. = 677.0760487 677.0760487 OK (6) Calculate the capacitive reactance XC for the same conditions in part A. 2...