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Calculate how much your appliances cost to run. Estimate your monthly electricity bill based on wattage, usage hours, and your local energy rate.
Everything you need to know
We plug appliances into the wall every day, rarely thinking about the invisible meter spinning outside our house. Every television, refrigerator, and lightbulb consumes electrical power, and utility companies charge you for exactly how much of that power you use over time.
The Electricity Cost Calculator translates confusing electrical specifications (like Watts) into real-world financial figures. By analyzing how much power an appliance draws and how long you leave it on, you can identify the "energy vampires" in your home and drastically lower your monthly utility bill.
To estimate your costs, you need to understand your appliance and your utility bill.
Utility companies do not charge you for "Watts." They charge you for Kilowatt-Hours (kWh).
A Kilowatt is simply 1,000 Watts.
Kilowatts (kW) = Watts / 1000
Multiply the power (kW) by the time you used it (Hours).
Energy (kWh) = Kilowatts * Hours of Use
Multiply the total energy used by your utility company's rate.
Total Cost = Energy (kWh) * Rate per kWh
Scenario 1: Space Heater in the Winter
You run a 1,500 Watt space heater in your bedroom for 8 hours every night. Your electricity rate is $0.15 per kWh.
1,500 / 1000 = 1.5 kW1.5 kW * 8 hours = 12 kWh per day12 kWh * $0.15 = $1.80 per day
Result: That single space heater is adding approximately $54.00 to your monthly winter electric bill.Scenario 2: LED vs. Incandescent Lightbulbs
You leave a porch light on for 12 hours a night.
You can't manage what you don't measure. By understanding the relationship between Watts, Hours, and kWh, you can make highly informed decisions about upgrading to energy-efficient appliances, altering your usage habits, and taking control of your monthly utility expenses.
Disclaimer: This calculator estimates energy consumption based on maximum stated wattage. Appliances with thermostats (like AC units and ovens) cycle on and off, meaning their actual real-world energy consumption will likely be lower than a calculation assuming continuous maximum power draw.