Consider an ideal RLC series circuit shown in the figure below. The current in the circuit is given by i(t) = / cos[(9550 rad/s)t], where I is the amplitude current. The voltage amplitude of the AC source is 135 V. In addition to this, R = 467 0, C = 0.770 /F, and L = 84.4 mH. WW R C (1) [ . ' The rms value of the voltage across the AC source is most nearly (A) 67.5 V. (B) 44.5 V. (C) (46732) 1. (D) 95.5 V. (E) 191 V. (2) . The inductive reactance is most nearly (A) 806 2. (B) 1.24 mm. (C) 35.2 m!. (D) 28.4 0. (E) 39.4 0.The capacitive reactance is most nearly (A) 136 2. (B) 7.36 m!. (C) 11.7 0. (D) 1.65 n?2. (E) 85.8 m?. The phase shift between the source voltage and current in the circuit is most nearly (A) 82.20. (B) 55.10 (C) 0.609. (D) 0.962. (E) 34.90. The circuit overall impedance is most nearly (A) 480 02. (B) 818 0. (C) 817 0. (D) 1050 0. (E) 806 kf2