A series circuit has a resistor R=30 Ω, an ideal inductor of reactance 80 Ω and an ideal capacitor of reactance 40 Ω at the supply frequency…

A series circuit has a resistor $R=30\ \Omega$, an ideal inductor of reactance $80\ \Omega$ and an ideal capacitor of reactance $40\ \Omega$ at the supply frequency, connected to a source of rms voltage $200\ \mathrm{V}$ and variable frequency (the supply is at the frequency where the reactances have the stated values unless told otherwise). Match each quantity in List-I with its value in List-II.

List-I
(P) The rms current in the circuit at the stated frequency
(Q) The average power dissipated at the stated frequency
(R) The rms voltage across the capacitor at the stated frequency
(S) The average power dissipated if the frequency is tuned to resonance (source voltage unchanged)

List-II
(1) $160\ \mathrm{V}$
(2) about $1.33\ \mathrm{kW}$
(3) $4\ \mathrm{A}$
(4) $480\ \mathrm{W}$
(5) $320\ \mathrm{V}$