In this problem we consider the resonance curve for a circuit with electrical components LL$,$ RR$,$ and CC and resonant frequency $0$$0.$

Part A

For given values of RR and CC$,$ if you double the value of LL$,$ how does the new resonance curve differ from the original one?

View Available Hint$($s$)$for Part A

Both the peak height and peak frequency double.

The peak height will be half as great, and the peak frequency will double.

The peak height won't change, and the peak frequency will be $1/21/2$ times as great.

The peak height won't change, and the peak frequency will be half as great.

Part B

For given values of RR and CC$,$ if you double the value of LL$,$ how does the new rms current at resonance IrmsIrms differ from its original value? Assume that the voltage amplitude of the ac source is the same.

Irms is twice as great.

Irms is half as great.

Irms is $1/21/2$ times as great.

Irms is unchanged.