) Problem 3: An LC circuit consists of a 3.75 mH inductor and a 7.5 µF capacitor. Rar domized Variables L= 3.75 mH C = 7.5 µF fj = 95 Hz f2 = 7 kHz

An RLC series circuit shown below is driven by an AC source of voltage amplitude 260 volt and angular frequency of 8200 radian per second. Given, Resistance R= 40 A, Inductance L= 7 mH and Capacitor C 80 uF ண R Find the following: i) Capacitive reactance of the capacitor? ii) Inductive reactance of the inductor? iii) Impedance of the RLC series circuit? iv) RMS current in the circuit? v) The phase angle between the emf and current? a) Xc in ohms = b) X in ohms = c) Z in ohms = d) RMS current in ampere = e) phase angle in degree =

GG-Translate canvas C Coursera G Grammarly zy zyBooks An L-C circuit has an inductance of 0.380 H and a capacitance of 0.200 nF. During the current oscillations, the maximum current in the inductor is 1.00 A 25° ▶ Part A Part B Submit CS.H ΑΣΦ Provide Feedback How many times per second does the capacitor contain the amount of energy found in part A? Express your answer in times per second. View Available Hint(s) Previous Answers Submit X Incorrect, Try Again CS.D C B rrrr N ML ? GPT 7zand S-1 COCO

6.In an RLC circuit the inductor has a value 400 mH, the capacitor 4.43 µF and the resistor has a value of 250 Q. They are connected to a generator functioning at 50 Hz. The peak current is 250 mA a) Find Vmax b) Find the angle by which the current leads of lags the voltage (a) 161V b) 67 degrees lagging the voltage.

L/C. At a given time t in an LC circuit, the energy in the capacitor is 25.0% of the energy in the inductor. For this condition to occur, what fraction of a period must elapse following the time the capacitor is fully charged (at t = 0)? O A. 0.217 OB. 0.152 OC. 0.167 O D. 0.176 23