Nancy is sitting in her car on a hot day when the temperature outside is 95.2OF. Her car's air conditioning system operates as a heat pump with coefficient of performance 4.0. While sitting in her car, she'd like to keep the temperature inside at 7601?, but because it's hot outside, thermal energy from the outside is constantly seeping in, so she has to counteract that by turning on her air conditioning system if she wants to keep the temperature constant at 76 F. If she were to get the temperature inside her car to 750]?1 and then turn off her air conditioning system, the air in the car would heat up at a rate of 0.003 MW. Therefore, when the air conditioning system is on, it needs to remove heat from the apartment at that same rate to keep the temperature at the desired 76oF. What is the rate of energy consumption (in watts) of her air conditioning system while it keeps the car at the desired, xed temperature