1. The problem statement, all variables and given/known data An ac series circuit consists of a voltage source of frequency f = 60 Hz and voltage amplitude V, a resistor of resistance R = 163 ohms and a capacitor of capacitance C = 6.2x10^-6 F. What must the source voltage amplitude V be for the average electrical power consumed in the resistor to be 529 watts? There is no inductance in the circuit. 2. Relevant equations XC = 1 / (2 × π × f × C) Z = √(R2 + X2) P=V^2/R 3. The attempt at a solution So first i calculated the reactance and got 1/(2*π*60*6.2*10^-6)= 428.05 next impedance-√(163^2 + 428.05^2)= 458.0 last i used the power equation - 529=v^2/458.0 and solved for v and got 492.2 V My only question is ive checked different answers online and saw some as V = 1165 or 1166 just wondering if i did the math right on this question. Any help is appreciated.