An ideal inductor, (having initial current zero) a resistor and an ideal battery are connected in series at time `t = 0`. At any time `t`, the battery supplies energy at the rate `P_(B)`, the resistor dissipates energy at the rate `P_(R )` and the inductor stores enegy at the rate `P_(L)`.A. `P_(B)=P_(g)+P_(L)` for all times tB. `P_(B)ltP_(L)` for all times tC. `P_(L)ltP_(g)` in steady stateD. `P_(B)gtP_(L)` only near the starting of the circuit.

An ideal inductor, (having initial current zero) a resistor and an ide

1.	An ideal inductor, (having initial current zero) a resistor and an ideal battery are connected in series at time `t = 0`. At any time `t`, the battery supplies energy at the rate `P_(B)`, the resistor dissipates energy at the rate `P_(R )` and the inductor stores enegy at the rate `P_(L)`.A. `P_(B)=P_(g)+P_(L)` for all times tB. `P_(B)ltP_(L)` for all times tC. `P_(L)ltP_(g)` in steady stateD. `P_(B)gtP_(L)` only near the starting of the circuit.
Answer» Correct Answer - A

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