Current & Power Dissipation in Two Bulbs in Series

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SUMMARY

The discussion focuses on calculating the current and power dissipation in a series circuit containing two bulbs with resistances R1 = 2.0 Ω and R2 = 4.0 Ω, connected to an ideal battery with an electromotive force (E) of 12.0 V. The equivalent resistance (Req) is determined to be 6.0 Ω, resulting in a current (I) of 2 Amps throughout the circuit. The power dissipation for the first bulb (P1) is calculated as 8 Watts, while the second bulb (P2) dissipates 16 Watts.

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Homework Statement


An ideal battery (internal resistance is zero) with E= 12,0 V is connected in series to two bulbs with resistances R1 = 2.0 Ω and R2 = 4.0 Ω.


Homework Equations


What is the current in the circuit and the power dissipation in each bulb

The Attempt at a Solution


Req=R1+R2
I=I1=I2=E/Req=12/6=2Amps.

P1=R1*I2=2*22=8Watt.
P2=R2*I2=4*22=16Watt.
 
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hi chawki! :wink:
chawki said:
An ideal battery (internal resistance is zero) with E= 12,0 V is connected in series to two bulbs with resistances R1 = 2.0 Ω and R2 = 4.0 Ω.

Req=R1+R2
I=I1=I2=E/Req=12/6=2Amps.

P1=R1*I2=2*22=8Watt.
P2=R2*I2=4*22=16Watt.

looks good! :biggrin:

(except it should be 2.0, 8.0, 16.0 :wink:)
 
ok thank you :) i will remember that.
 

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