What power of the electric current is released in the section of the circuit with an electrical resistance of 2

What power of the electric current is released in the section of the circuit with an electrical resistance of 2 Ohms at a voltage of 12 V and what work does the electric current do in this section of the price for 15 minutes.

The allocated power of the circuit section is determined by the formula P = U ^ 2 / R where P is the power, U is the voltage, R is the resistance.
P = 12 ^ 2/2 = 144/2 = 72 W.
The work done by the current during the time t is defined as: A = P * t, where P is the allocated power, then we get (we will translate the time into hours 15 minutes = 1/4 hour):
A = 72 * 1/4 = 18 J.



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