Calculate electricity consumption and cost for any appliance. Supports single or multiple devices with accurate energy and cost estimates.
| Appliance | Daily Energy (kWh) | Monthly Energy (kWh) | Yearly Energy (kWh) | Yearly Cost ($) |
|---|---|---|---|---|
| - | - | - | - | - |
| - | - | - | - | - |
Also show annual cost and energy usage
| Appliance | Avg Power (W) | Daily Use (hr) | Est. Monthly Cost |
|---|---|---|---|
| Refrigerator | 150W | 24 hrs | $5 – $10 |
| Air Conditioner | 1500W | 6 hrs | $20 – $30 |
| Washing Machine | 500W | 1 hr | $1 – $2 |
| Common Appliances | Estimated Wattage (W) |
|---|---|
| Home appliances: | |
| Air Conditioner (HVAC) | 2500-10000 |
| Air conditioner (window unit) | 1500-5000 |
| Heater (home) | 5000-20000 |
| Heater (portable) | 750-2000 |
| Humidifier | 25-350 |
| Dehumidifier | 200-750 |
| Fan (ceiling, table) | 15-200 |
| Light bulb (LED) | 3-25 |
| Light bulb (incandescent) | 15-200 |
| Electric water heater | 3000-6600 |
| Kitchen appliances: | |
| Refrigerator | 500-1000 |
| Electric range/oven | 2000-5000 |
| Electric cooktop/stove | 750-5000 |
| Microwave oven | 750-1500 |
| Dishwasher | 1200-2000 |
| Coffee maker | 600-1200 |
| Toaster | 750-1500 |
| Electric kettle | 1000-2000 |
| Electric cooker | 160-1500 |
| Other appliances: | |
| Electric vehicle charger | 1,500-20,000 |
| Television | 25-500 |
| Washing machine | 400-1500 |
| Clothes dryer | 1800-5000 |
| Clothes iron | 750-2000 |
| Hair dryer | 750-2000 |
| Desktop computer | 100-250 |
| Laptop computer | 35-150 |
| Smart phone charger | 5-25 |
| Water pump/motor | 750-2000 |
Test your knowledge about electricity consumption and energy costs with these real-world scenarios.
First, calculate the daily energy consumption: 1,500W × 6 hours = 9,000Wh = 9 kWh per day.
Then calculate the monthly energy consumption: 9 kWh × 30 days = 270 kWh per month.
Finally, calculate the monthly cost: 270 kWh × $0.12/kWh = $32.40.
First, calculate the daily energy consumption: 150W × 24 hours = 3,600Wh = 3.6 kWh per day.
Then calculate the monthly energy consumption: 3.6 kWh × 30 days = 108 kWh per month.
Finally, calculate the monthly cost: 108 kWh × $0.15/kWh = $16.20.
First, calculate the daily energy consumption: 500W × 1 hour = 500Wh = 0.5 kWh per day.
Then calculate the monthly energy consumption: 0.5 kWh × 30 days = 15 kWh per month.
Finally, calculate the monthly cost: 15 kWh × $0.15/kWh = $2.25.
First, calculate the total power consumption: 500W (PC) + 100W (monitor) = 600W.
Then calculate the daily energy consumption: 600W × 5 hours = 3,000Wh = 3 kWh per day.
Next, calculate the monthly energy consumption: 3 kWh × 30 days = 90 kWh per month.
Finally, calculate the monthly cost: 90 kWh × $0.12/kWh = $10.80.
First, calculate the daily energy consumption: 200W × 4 hours = 800Wh = 0.8 kWh per day.
Then calculate the monthly energy consumption: 0.8 kWh × 30 days = 24 kWh per month.
First, calculate the daily energy consumption: 1800W × 4 hours = 7,200Wh = 7.2 kWh per day.
Then calculate the monthly energy consumption: 7.2 kWh × 30 days = 216 kWh per month.
Finally, calculate the monthly cost: 216 kWh × $0.15/kWh = $32.40.
First, convert the usage time to hours: 15 minutes = 0.25 hours.
Then calculate the daily energy consumption: 900W × 0.25 hours = 225Wh = 0.225 kWh per day.
Next, calculate the monthly energy consumption: 0.225 kWh × 30 days = 6.75 kWh per month.
Finally, calculate the monthly cost: 6.75 kWh × $0.15/kWh = $1.01.
First, calculate the daily energy consumption: 2400W × 1 hour = 2,400Wh = 2.4 kWh per day.
Then calculate the monthly energy consumption: 2.4 kWh × 30 days = 72 kWh per month.
Finally, calculate the monthly cost: 72 kWh × $0.15/kWh = $10.80.
First, calculate the daily energy consumption: 4,500W × 2 hours = 9,000Wh = 9 kWh per day.
Then calculate the monthly energy consumption: 9 kWh × 30 days = 270 kWh per month.
Finally, calculate the monthly cost: 270 kWh × $0.15/kWh = $40.50.
First, calculate the daily energy consumption of the old fridge: 200W × 24 hours = 4,800Wh = 4.8 kWh per day.
Then calculate the monthly energy consumption of the old fridge: 4.8 kWh × 30 days = 144 kWh per month.
Next, calculate the daily energy consumption of the new fridge: 100W × 24 hours = 2,400Wh = 2.4 kWh per day.
Then calculate the monthly energy consumption of the new fridge: 2.4 kWh × 30 days = 72 kWh per month.
The monthly energy savings: 144 kWh - 72 kWh = 72 kWh.
Finally, calculate the monthly cost savings: 72 kWh × $0.15/kWh = $10.80.
One of the most common units of electrical power for appliances is the watt (W). Other common units of power include kilowatts (kW), British thermal units (BTU), horsepower (hp), and tons.
Watts (W) is a unit of power used to quantify the rate of energy transfer. It is defined as 1 joule per second. A kilowatt is a multiple of a watt. One kilowatt (kW) is equal to 1,000 watts. Both watts and kilowatts are SI units of power and are the most common units of power used.
Kilowatt-hours (kWh) are a unit of energy. One kilowatt-hour is equal to the energy used to maintain one kilowatt of power for one hour. Generally, when discussing the cost of electricity, we talk in terms of energy. Energy (E) and power (P) are related to each other through time (t):
Electricity is most often measured and paid for based on the number of kilowatt-hours used. The reason that kilowatt-hours are typically used as a measurement of energy rather than watt-hours is simply because of scale: the amount of energy a typical household in the United States uses in a year is on the order of millions of watts, so it is easier to discuss in terms of kilowatt-hours instead.
British thermal units (BTU) are a measurement of heat used as part of the Imperial and US customary units of measurement. It is defined as the amount of heat that is required to increase the temperature of 1 pound of water by 1 degree Fahrenheit. Heat is a type of energy, so BTU can be directly compared to other measurements of energy such as joules (SI unit of energy), calories (metric unit), and kilowatt-hours (kWh).
BTU/h, BTU per hour, is a unit of power that represents the energy transfer rate of BTU per hour. BTU/h is often abbreviated to just BTU to represent the power of appliances. For example, an AC marked with a label of 12,000 BTU actually has a energy transfer rate of 12,000 BTU per hour.
Horsepower (hp) is a unit of power most commonly used to reference the output of engines or motors. There are a number of different definitions of horsepower. Two of them are mechanical horsepower and metric horsepower.
The term "horsepower" was developed by James Watt, who compared the output of steam engines to the power of draft horses based on how many times a horse could turn a mill wheel in an hour.
There are many different definitions of a ton that are related to the measurement of weight. In the context of power, the "ton" refers to the ton of refrigeration. The ton of refrigeration is defined as the rate of heat transfer necessary to melt 2,000 pounds (1 short ton) of pure ice at 0°C in 24 hours. It is used mainly in the United States to describe how well refrigerators and air conditioners extract heat.
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Replace older light bulbs, particularly incandescent light bulbs, with more efficient LED light bulbs. A typical incandescent light bulb requires 75 W while an LED only requires 9 W.
A large proportion of energy cost is typically due to heating/cooling. Programming a thermostat to adjust the temperature to suit your usage needs can lead to significant savings.
Many appliances continue to draw power even when turned off. Unplug devices when not in use or use power strips to completely disconnect power.
Use fans instead of air conditioning when possible. If using AC, set it to a reasonable temperature and use curtains to block sunlight.
Wash clothes in cold water when possible and always wash full loads. Clean the lint filter in your dryer after each use to improve efficiency.
Insulate your home as best as possible. Windows, doors, vents, the attic, walls, floors, basement, and crawlspace of your home, if not well-insulated, can lead to higher heating and cooling bills.
kWh (kilowatt-hour) is a unit of energy equal to one kilowatt of power expended for one hour. It's calculated by multiplying the power in kilowatts by the time in hours.
At an electricity rate of $0.15/kWh, running a 1000W device for 5 hours would cost $0.75 per day (1000W ÷ 1000 × 5 hours × $0.15).
Watts measure power (the rate at which energy is used), while kilowatt-hours measure energy (the total amount of power used over time).
You can use a power meter or energy monitor to measure the actual power consumption of your appliances. Alternatively, you can check the appliance's label or manual for its power rating.
It depends on your electricity provider's rate structure. Some providers offer lower rates during off-peak hours, which are typically at night.