A 120-V house circuit has the following light bulbs turned on: 40,60 and 75 W. Find the equivalent resistance of these lights.
U=U1=U2=U3,U=U_1=U_2=U_3,U=U1=U2=U3,
P=U2R,P=\frac{U^2}{R},P=RU2,
P=P1+P2+P3,P=P_1+P_2+P_3,P=P1+P2+P3,
R1=U2P1=360 Ω,R_1=\frac{U^2}{P_1}=360~\Omega,R1=P1U2=360 Ω,
R2=U2P2=240 Ω,R_2=\frac{U^2}{P_2}=240~\Omega,R2=P2U2=240 Ω,
R3=U2P3=192 Ω.R_3=\frac{U^2}{P_3}=192~\Omega.R3=P3U2=192 Ω.
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