A series AC circuit contains a resistor, an inductor of 250 mH,
a capacitor of 4.90 µF, and a source with Δ*V*_{max}
= 240 V operating at 50.0 Hz. The maximum current in the circuit is
150 mA. (a) Calculate the inductive reactance.

Ω

(b) Calculate the capacitive reactance.

Ω

(c) Calculate the impedance.

kΩ

(d) Calculate the resistance in the circuit.

kΩ

(e) Calculate the phase angle between the current and the source
voltage.

°

Community Answer

A series AC - circut contains{:[i=250mH;quad c=4.90 muF;DeltaV_("max ")=240V],[f=50Hz;I_("max ")=150mA]:}a) Inductive Reactance (X_(L)) :{:[omega=2pi f=2pi(50.0Hz)=100 pirad//s],[=314.2rad//s]:}{:[X_(L)=omega L=(250 xx10^(-3)H)(314.2rad(s)],[X_(L)=78.55 Omegaquad-(1)]:}b) Capacitive Reactance (X_(c)) :{:[x_(c)=(1)/(omega c)=(1)/((314.2rad//s)(4.90 xx10^(-6)(F)))],[X_(c) ... See the full answer