A series circuit consists of a resistor $R = 96 \Omega$, an inductor with $L = 8 \mathrm { H }$, a capacitor with $C = 0.00125 \mathrm {~F}$, and a generator producing a voltage of $E ( t ) = 48 \cos ( 10 t )$. If the initial charge is $Q = 0.001 \mathrm { C }$ and the initial current is 0 , find the charge $Q ( t )$ at time $t$.

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The Answer of A series circuit consists of a resistor $R = 96 \Omega$, an inductor with $L = 8 \mathrm { H }$, a capacitor with $C = 0.00125 \mathrm {~F}$, and a generator producing a voltage of $E ( t ) = 48 \cos ( 10 t )$. If the initial charge is $Q = 0.001 \mathrm { C }$ and the initial current is 0 , find the charge $Q ( t )$ at time $t$.

A Series Circuit Consists of a Resistor R=96ΩR = 96 \OmegaR=96Ω

A Series Circuit Consists of a Resistor $R = 96 \Omega$