Consider three different AC circuits (A−C) consist of a resistor, capacitor and inductor, connected in series to a function generator that creates a voltage of ∆v = 2.0 cos(ωt) Volts with ω = 2x104 rad/s. The circuits are:
(A) R = 3 Ω; C = 25 μF; L = 300 μH
(B) R = 4 Ω; C = 6.25 μF; L = 250 μH
(C)R = 5 Ω; C = 5 μF; L = 500 μH
Rank the circuits by the amplitude of the alternating current flowing in the circuit from greatest to least.
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