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Electric Bill & Appliance Wattage Cost Calculator

kWh and cost from appliance watts, hours per day, days, and the kWh rate.

Page updated 2026-09-04.

Electric Bill & Appliance Wattage Cost Calculator visual
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Calculator

Default 1,200 W.

Default 1.5.

Default 30.

Default $0.16.

Calculated Results

Period cost

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kWh used

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Cost per day

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From wattage and usage hours to an actual dollar cost

A 1,200-watt appliance running 1.5 hours per day for 30 days uses 54.00 kWh total, costing $8.64 at $0.16 per kWh -- an average of $0.288 per day.

The core conversion is watts to kilowatt-hours: 1,200 watts x 1.5 hours = 1,800 watt-hours per day, divided by 1,000 to get 1.8 kWh/day, multiplied by 30 days = 54 kWh total -- the watt-to-kilowatt-hour conversion (dividing by 1,000) is the step most often missed when estimating appliance cost by hand.

At 30 days of 1.5 hours daily use, this appliance is only actually drawing power for 45 total hours out of the full 720 hours in a 30-day month -- most household appliances used intermittently like this represent a fairly small fraction of total possible runtime, which is exactly why per-appliance costs like this one are usually modest individually even for a fairly power-hungry device.

Why nameplate wattage isn't the whole story

Nameplate watts, not a smart-plug measurement. Standby draw is omitted. The wattage entered here is typically the nameplate rating (printed on the appliance or its manual) -- many appliances' actual power draw varies during operation (a heating element cycling on and off, a motor under variable load) rather than pulling a perfectly constant wattage the whole time it's 'on,' so a smart plug's real measured usage can differ from a calculation based on the nameplate figure alone.

Standby power draw -- the small amount of electricity many electronics and appliances consume even when nominally 'off' but still plugged in -- isn't included in this calculation at all, which only counts the hours the appliance is actively in its specified running mode.

For appliances with genuinely variable power draw (a refrigerator cycling its compressor, for example, rather than running continuously at a fixed wattage), this calculator's constant-wattage assumption is a rougher approximation than it would be for something with a truly steady draw, like an incandescent bulb or a space heater on a fixed setting.

Getting a more accurate real-world number

A smart plug or dedicated energy monitor that measures actual real-time power draw over time gives a more accurate picture than nameplate wattage alone, especially for appliances with variable draw or meaningful standby consumption.

For a related energy-cost calculation using the same rate-times-usage structure, but for EV charging instead of a household appliance, the EV Charging Time & Cost Estimator applies similar math.

Frequently Asked Questions (FAQ)

How is the 54.00 kWh total calculated?

Daily usage = watts x hours per day / 1,000 = 1,200 x 1.5 / 1,000 = 1.8 kWh/day. Over 30 days: 1.8 x 30 = 54.00 kWh total.

Why does the calculation divide by 1,000?

Because watts and kilowatt-hours are different units -- 1 kilowatt-hour equals 1,000 watt-hours. Dividing the watts x hours figure by 1,000 converts it from watt-hours into the kilowatt-hours that electricity bills are actually priced in.

Does this use the appliance's actual measured power draw or its nameplate rating?

Nameplate watts, not a smart-plug measurement. Standby draw is omitted. It uses whatever wattage you enter, typically the nameplate rating printed on the appliance. Many appliances' actual draw varies during operation, so a smart plug's real measured usage could differ from this nameplate-based estimate.

Does this include standby power draw when the appliance is plugged in but not actively running?

No. Nameplate watts, not a smart-plug measurement. Standby draw is omitted. It only counts the hours you specify as active running time. Standby ('phantom') power draw from electronics that consume a small amount of electricity even when off isn't included in this calculation.

Is this accurate for an appliance with variable power draw, like a refrigerator?

Less accurate than for a constant-draw appliance. A refrigerator's compressor cycles on and off rather than drawing a fixed wattage continuously, so this calculator's constant-wattage assumption is a rougher approximation for such appliances than for something with steady draw, like a space heater on a fixed setting.