We appreciate your visit to In 1993 the U S government instituted a requirement that all room air conditioners sold in the United States must have an energy efficiency ratio. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!
Answer :
The air conditioner with an EER of 10.0 is more energy-efficient and cost-effective.
To compare the operating costs of 10000 Btu/h air conditioners with EERs of 5.00 and 10.0, we need to calculate the electrical power requirement and the cooling capacity for each air conditioner.
For an air conditioner with an EER of 5.00, the electrical power requirement can be calculated by dividing the cooling capacity (10000 Btu/h) by the EER:
Power Requirement = Cooling Capacity / EER
= 10000 Btu/h / 5.00
= 2000 watts
Similarly, for an air conditioner with an EER of 10.0, the electrical power requirement is:
Power Requirement = Cooling Capacity / EER
= 10000 Btu/h / 10.0
= 1000 watts
Next, we need to determine the operating costs for each air conditioner. Given that each air conditioner operates for 1500 hours during the summer, we can calculate the total energy consumed by multiplying the power requirement by the operating hours:
Energy Consumed = Power Requirement × Operating Hours
Assuming the electricity cost is $0.12 per kilowatt-hour, we convert the energy consumed from watts to kilowatts and multiply by the electricity cost:
Operating Costs = (Energy Consumed / 1000) × Electricity Cost
Using these calculations, you can find the operating costs for both air conditioners and compare them.
The operating costs for a 10000 Btu/h air conditioner with an EER of 5.00 are higher compared to an air conditioner with an EER of 10.0. This means that the air conditioner with an EER of 10.0 is more energy-efficient and cost-effective. By choosing an air conditioner with a higher EER, you can reduce your energy consumption and save money on your electricity bills in the long run.
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