7. Given the circuit below what is A. What is the Inductive reactance (X.) if we...
Inductive Reactance: Build a series circuit in Multisim containing a 1ks Resistor, 33mH inductor L, and 4 VRMS 8kHz sinewave source. Calculate the, Inductive reactance X_ showing your formula: XL = ΚΩ Then measure the following with whatever Multisim instrument you want: Inductor peak-peak voltage VLpp = Resistor RMS voltage VRrms = Inductor RMS voltage Verms = Circuit RMS current Irms = mA
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.
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.
Use the information below to answer the next two questions about RLC series circuit. A RLC series circuit has R=5.0082,L=0.0150H and C = 330x106. This circuit is connected to an AC source with Vrms = 120V and f = 60.0Hz. What is the inductive reactance of the RLC series circuit? Answer: 22 What is the capacitive reactance of the RLC series circuit? Answer: What is the impedance of the circuit? Answer: What is the rms current in the circuit? Answer:...
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?
The three circuits below have driving Emf's with the same amplitude, 5 V. Each is driven at a fixed frequency which differs from the other two. The magnitudes of the inductive reactance in the left circuit, of the capacitive reactance in the center circuit, and of the all resistances are shown in the figures. I. For the circuit on the left, calculate the total power dissipated. II. For the circuit in the center, calculate the Vrms between a and b....
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
X=30R ㅔ Zoov 60HZ 32,- 4412 XL = 9052 R₂ = 3652. A Series Circuit Connected across a 2001, 60 Hz line Consists of a Capacitor of Capacitance 30%, a non- inductive resistor of 445 and a Coil of inductive Reactance 9052. Determine: @ The Current in the Circuit 6 the p.d across each element © the power factor of the Circuit) @ the power absorbed by the Circuit
X=30R ㅔ Zoov 60HZ 32,- 4412 XL = 9052 R₂ = 3652. A Series Circuit Connected across a 2001, 60 Hz line Consists of a Capacitor of Capacitance 30%, a non- inductive resistor of 445 and a Coil of inductive Reactance 9052. Determine: @ The Current in the Circuit 6 the p.d across each element © the power factor of the Circuit) @ the power absorbed by the Circuit
te=300 H 7 #2 Zoov 32.- 12 yol A Series Circuit Consisting of a 43. A Series RLC Circuit R=4252, 1#4 100 32 novinke five resisfor, a coil In a purely inductive AC L=125H and C= 3.0. I Circuit, L = 250mH and the rms with a 0.10H and a 20 uf Capacitor Constad to an Ac Source with Voltage of 1500. across a llov, CH2 power Source (f = 60.042 and Vmax = 150V Calculate the inductive Reactance @...