Energy problem dealing with heat extracted from cold air

AI Thread Summary
A heat pump requires 385 W of electrical power to deliver heat at a rate of 2410 J per second. The coefficient of performance (COP) is defined as the ratio of heat extracted from the cold air (Qc) to the work done (W). The relationship indicates that the heat extracted from the outside air is greater than the heat delivered inside due to the work input. For a reversible process, the heat extracted (Q1) and the heat delivered (Q2) follow the equation Q1/T1 = Q2/T2, emphasizing that Q2 is greater than Q1. Understanding these principles is essential for solving the energy extraction problem effectively.
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Homework Statement



A heat pump requires 385 W of electrical power to deliver heat to your house at a rate of 2410 J per second. How many joules of energy are extracted from the cold air outside each second?


Homework Equations



COP= Qc / W . This was the only equation I could find.

The Attempt at a Solution


Any help would be nice! I tried the above equation but I turned out to be incorrect.
 
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What do you think happens to the electrical energy used by the pump?
 
This is the same as an air conditioner that is cooling the outside and rejecting the heat to the inside. If the heat pump operates reversibly, then Q1 is removed from the outside at temperature T1, and Q2 is added to the inside at temperature T2. For a reversible process, such that ΔS of the surroundings = 0, \frac{Q_1}{T_1}=\frac{Q_2}{T_2}. Since T1<T2, Q2>Q1. The difference between Q2 and Q1 is the work done by the heat pump.
 
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