Question

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 @ Find the Current. and the ims Current in the Circus Determine the inductive 6 v The Power loss te frequency is CO2 o v The phase angle the Capacitive Restance B If the frequency in Creases to the impedence of the Circuit / 60kHe, what happens to the Irms Current in the Circuit? e v the low ase angle to the impecte X-900 25657 A Series Circuit Connected across a 2001, Go Helime Consists of a capacitor of P Rectance. Capacitance 301, a non. inductive resistor of 445 and a Coil of inductive the O v Reactance tort. Determine: Source Votage the to the maximum Current @ The Current in the Circuit le v the voltage Reading the phase Angle 6 the pid across each element across the three elements. If the Maximum Voltage across expression © the power factor of the Circuit) 1 the power absorbed by the Circuit current #5. The Voltage output of an T AC Source is given by the perto the maximum Voltage across expressing 200 Sinust, where il each element, AV is in volts. Find the rms Current int | Circuit when the source is a Connected to a 10052 resiston?

Answer 1

Resistance, R=440 Capacitance, Yo= 30n Inductance, X = 901 Circuit impedance, z 2. ( a 2 + (x - y) Z: VC44) + (90-30) Z: 1936 +3600 2: 15536 2: 74.400 Currend in circuit, I = VI I: 2000 - 2.694 (a) 2 74.40 (6) Voltage across series RLC circuit, Ve: IxR = 2.69x44= 118.36 V VL: I XXL = 2.69 x 90 - 242.16 Ve= I x xe = 2.69 X30 = 80.7V

Os opower factor of unuif 20s = R - 0.591 d) power absorbeel by circuit P= VI = 200 2.69 = 538 Watt =
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