How Much Energy is Dissipated by Each Resistor in the Circuit?

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The circuit consists of a 5V battery connected to two identical resistors, each with a resistance of 5Ω. Both resistors dissipate a current of 1A, resulting in a voltage drop of 0.2V and a power dissipation of 0.2W for each resistor. There is confusion regarding the calculated values, as they seem inconsistent with the circuit's specifications. The power dissipation is defined as energy per unit time, and the time frame considered is one minute (60 seconds). Clarification is needed on the accuracy of the voltage and power values provided.
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Homework Statement


I have a circuit that has...(I will refer to each resistor as E_{}1 and E_{}2.
5V battery with two resistors.
Each resistor has 5\Omega of resistance.
E_{}1's Current dissipated is 1A, E_{}2 is the same.
Voltage dissipated by E_{}1 is .2V, E_{}2 is the same.
Power dissipated by E_{}1 is .2W, E_{}2 is also .2W.

Homework Equations



I am looking for Energy dissipated by each element (E_{}1, E_{}2) is.

The Attempt at a Solution


?? Not sure. ??
 
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Well, I can't imagine any circuit containing a 5V battery and two identical resistors that's capable of producing the voltage or power values you have included.

Power is just energy per unit time.

- Warren
 
chroot said:
Well, I can't imagine any circuit containing a 5V battery and two identical resistors that's capable of producing the voltage or power values you have included.

I calculated those. "/ Are they wrong?
 
also the time is one minute (60 seconds).
 
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