R1=\(\dfrac{U^2}{\rho1}=\dfrac{U^2}{40}\Omega\)
R2=\(\dfrac{U^2}{\rho2}=\dfrac{U^2}{60}\Omega\)
=> \(\dfrac{R1}{R2}=1,5=>R1=R2.1,5\)
ta có U=U1+U2=Imc.(R1+R2)=Imc.2,5R2
=> \(\rho=\dfrac{U^2}{2,5R2}=\dfrac{60}{2,5}=24W\)
ta có \(\rho=p1+p2=24W\)(1)
ma \(\rho1=Imc^2.R1,\rho2=Imc^2.R2\)
\(\rho1=Imc^2.1,5R2\)=> \(\rho1=1,5\rho2\)(2)
tu (1) va (2) =>\(\rho1=9,6W,\rho2=14,4W\)