Please help on question 2. The answer for part a) I believe is 9.52X10^3 Hz. Thank you! A LRC series circuit consists of a 1.50 µF capacitor, a 6.00 mH inductor, and a 71.0 0 resistor thatare connected across an AC voltage supply with maximum voltage of Vmax = 13.0 V.(a) What must be the frequency of the AC voltage supply for the average power delivered to thecircuit to be Vvrmsrms? It can be shown that the voltage from the AC source is described by V =2.Vmax Cos (wt + 4) where o is the phase angle found as part of your work in part (a). Thevoltage across individual circuit elements is the same as described in Lecture 14. Considerall this, what is the energy stored in the inductor at the instant that the instantaneoussource voltage is zero for the first time? Hint: make sure to convert your phase angle toradians when solving for time if you are using angular frequency.

LCR Circuit An LCR circuit is a series combination of an inductor, a capacitor, and a resistor…

2. It can be shown that the voltage from the AC source is described by V = Vmax Cos (wt + $) where o is the phase angle found as part of your work in part (a). The voltage across individual circuit elements is the same as described in Lecture 14. Consider all this, what is the energy stored in the inductor at the instant that the instantaneous source voltage is zero for the first time? Hint: make sure to convert your phase angle to radians when solving for time if you are using angular frequency.

2. It can be shown that the voltage from the AC source is described by V = Vmax Cos (wt + $) where o is the phase angle found as part of your work in part (a). The voltage across individual circuit elements is the same as described in Lecture 14. Consider all this, what is the energy stored in the inductor at the instant that the instantaneous source voltage is zero for the first time? Hint: make sure to convert your phase angle to radians when solving for time if you are using angular frequency.