Cost Per kWh Calculator
Your true all-in electricity rate — divide a bill total by the kWh used.
Last updated
The full amount you paid.
From the same bill.
You need
$0.2000/kWh
$180.00 over 900 kWh
- True all-in rate
- $0.2000/kWh
- In cents
- 20.00¢/kWh
The short answer
What is my real cost per kWh?
Your true rate is the total bill divided by the kilowatt-hours that bill covered. A $180 bill over 900 kWh is exactly $0.20 per kWh. That one division folds in the energy charge, the fixed monthly fee, taxes, and any delivery charges, which is why it lands above the rate a provider advertises.
Use the amount due before any credit, discount, or arrears adjustment, because a one-off line item on the bill will distort the rate it implies.
How to use the cost per kWh calculator
This tool runs the energy-bill arithmetic in reverse. Instead of building a bill up from a rate you would have to guess at, you start from a bill you have already received, enter two numbers off it, and get back the only rate that actually matters: your true all-in cost per kilowatt-hour. Both fields arrive pre-filled with a representative example of $180 over 900 kWh so you can see the tool work before you swap in your own figures. The result is worth more than any published average, because published averages describe a country or a state and your bill describes your meter, your tariff, your fixed charges, and your local taxes.
The total bill amount is the bottom-line figure, the amount due with every line item already included. Do not strip out taxes, fixed fees, or delivery charges, because capturing them is the entire point of the exercise. If you paid $180 this month, enter $180. The division then spreads whatever the utility folded into that bill across every kilowatt-hour it charged you for, which is exactly what you want when the question is what a unit of electricity genuinely costs you. The one thing to watch for is a one-off item, such as an arrears adjustment, a credit, a reconnection fee, or a catch-up charge after an estimated reading, since any of those will distort the rate the division implies.
The kilowatt-hours used are printed on every electricity bill, usually near the usage summary or beside the meter readings, labelled something like kWh used or total usage. That number is the difference between this period meter reading and the previous one, so you can verify it yourself if the bill looks strange. Enter it exactly. If your bill breaks usage across tiers, or across peak, off-peak, and shoulder periods, add the pieces into a single total before entering it. The all-in rate is honest precisely because it does not care how the usage was sliced: whatever structure the tariff used to price those kilowatt-hours is already baked into the total you are dividing by them.
Read the output as your real price per unit, shown to several decimals because the gap between $0.20 and $0.2013 compounds across hundreds of kilowatt-hours. It is almost always higher than the per-kilowatt-hour rate a provider advertises, and that gap is the part of the bill the advertised rate quietly leaves out. To compare fairly, run the calculation once for each thing you are weighing, whether that is two providers, two months, or two homes, and line the all-in rates up next to each other. If you would rather work in the other direction, projecting a future bill from a known rate and breaking out the fixed charge and tax explicitly, the energy bill estimator is this tool forward-running sibling.
Why a published average is a poor substitute for your own bill: the US residential price has moved a long way in a decade, and it moves within a single year too. The last column is what 900 kWh of energy alone would have cost at each price, before any fixed charge or tax is added on top.
| Period | US average residential price, cents per kWh | Cost of 900 kWh of energy at that price | Change since 2017 |
|---|---|---|---|
| 2017 average | 12.89 | $116.01 | baseline |
| 2018 average | 12.87 | $115.83 | minus 0.2 percent |
| 2019 average | 13.01 | $117.09 | plus 0.9 percent |
| 2020 average | 13.15 | $118.35 | plus 2.0 percent |
| 2021 average | 13.66 | $122.94 | plus 6.0 percent |
| 2022 average | 15.04 | $135.36 | plus 16.7 percent |
| 2023 average | 16.00 | $144.00 | plus 24.1 percent |
| 2024 average | 16.48 | $148.32 | plus 27.9 percent |
| 2025 average | 17.30 | $155.70 | plus 34.2 percent |
| January 2026 | 17.45 | $157.05 | plus 35.4 percent |
| February 2026 | 17.65 | $158.85 | plus 36.9 percent |
| March 2026 | 18.56 | $167.04 | plus 44.0 percent |
| April 2026 | 18.83 | $169.47 | plus 46.1 percent |
| May 2026 | 18.44 | $165.96 | plus 43.1 percent |
The formula
There is no rate to enter here, because the rate is what you are solving for. Take the complete bill and divide it by the energy that bill was charging you for, and the result is the genuine price of one kilowatt-hour at your address, with every charge included and nothing quietly excluded.
The reason this beats any quoted rate is structural rather than arithmetic. A tariff can distribute its cost across a per-unit energy charge, a fixed daily or monthly standing charge, a separate delivery charge, a demand component, and tax, and the advertised headline usually names only the first of those. Dividing the total by the usage collapses all of it into one comparable number, which is the only form in which two different tariffs can honestly be set side by side.
cost per kWh = total bill / kWh used
example: $180 / 900 kWh = $0.20 per kWh
headline premium = (all-in rate / advertised rate) - 1Worked example with the tool defaults, which are a $180 bill over 900 kWh. Divide $180 by 900 and the answer is $0.20 per kWh exactly. That is the whole calculation; all the work is in reading the two correct numbers off the statement, and the division does the rest. Build the same bill forward from a $0.175 supply rate with a $15 fixed charge and 5 percent tax and it comes to $181.13, an all-in rate of $0.2013, which is about 15 percent above that headline.
The premium over the headline is not a fixed markup, because the fixed charge is spread across whatever usage you had. With a $15 fixed charge and 5 percent tax on a $0.175 supply rate, a 900 kWh month implies $0.2013 per kWh, a 300 kWh month implies $0.2363, and a 100 kWh month implies $0.3413, which is nearly double the advertised price. A light user therefore pays far more per unit than the rate card suggests, and any comparison that ignores this will favour whichever plan hides more of its cost in fixed charges.
Two caveats. First, use a clean bill: a one-off credit, an arrears adjustment, or a catch-up charge following an estimated meter reading will pull the implied rate away from the truth, so prefer a month with an actual reading and no unusual line items. Second, this is a description of what you already paid, not a forecast and not financial advice. A rate derived from a winter bill will not describe a summer one, especially on tiered or time-of-use tariffs where the mix of usage changes the blended price.
Frequently asked questions
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