An ideal inductor is connected in series with a resistor and an ideal battery. The battery supplies energy at a rate P(t), the resistor dissipates energy at a rate PR(t), and the inductor stores energy at a rate PL(t). What can be concluded about the relationship between PR(t) and PL(t)?

An ideal inductor is connected in series with a resistor and an ideal

1.	An ideal inductor is connected in series with a resistor and an ideal battery. The battery supplies energy at a rate P(t), the resistor dissipates energy at a rate PR(t), and the inductor stores energy at a rate PL(t). What can be concluded about the relationship between PR(t) and PL(t)?
Answer» An ideal inductor is connected in series with a resistor and an ideal battery. The battery supplies energy at a rate P(t), the resistor dissipates energy at a rate $P_{R} (t)$ , and the inductor stores energy at a rate $P_{L} (t)$ . What can be concluded about the relationship between $P_{R} (t)$ and $P_{L} (t)$ ?

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An ideal inductor is connected in series with a resistor and an ideal battery. The battery supplies energy at a rate P(t), the resistor dissipates energy at a rate PR(t), and the inductor stores energy at a rate PL(t). What can be concluded about the relationship between PR(t) and PL(t)?

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