Energy Inflation Calculator
Energy inflation runs in two directions, and this calculator does both. Measure past inflation turns a past and a current energy price into the average annual inflation rate between them, the compound annual growth rate. Project future cost takes your current monthly bill or your price per unit, an annual inflation rate and a number of years, and shows the future amount plus the total you will pay over the whole period. That cumulative total, not the future monthly figure alone, is the number behind every solar payback pitch and every long-term energy budget.
Projections assume the rate holds steady, which it never exactly does: treat them as scenarios, not forecasts.
Quick Answer
Electricity that cost $0.12/kWh ten years ago and costs $0.30/kWh today rose at 9.60% per year on average: (0.30 ÷ 0.12)1/10 − 1. Going forward, a $150 monthly bill at 3% annual inflation reaches $201.59 a month in 10 years, and the total paid across the decade is $20,634.98, which is $2,634.98 more than the $18,000 the same bill would cost with no inflation at all. Both figures are pre-filled in the calculator above, so you can check them with one click.
Key takeaways
- The past-inflation tab measures your own rate from two of your prices. That measured rate is a better stress test for a solar or efficiency decision than any published average.
- The cumulative total is the decision number. A future monthly bill tells you what one month looks like; the total tells you what staying on the grid costs across the whole period.
- Both prices, or the bill and the rate, must describe the same thing. Comparing an old all-in price with a new energy-only price invents inflation that never happened.
- Every projection here is a scenario at one steady rate. Real prices spike, fall and sit still, so run at least a low and a high rate before you act on the answer.
- Quick Answer
- How to use the energy inflation calculator
- The two formulas, and what each one assumes
- Worked examples, checked against this exact tool
- What rate should you assume?
- One bill, four futures: why the total matters more than the monthly figure
- Bill structure matters too
- Energy inflation is not general inflation
- What competing calculators miss
- Frequently asked questions
- Add This Calculator to Your Website
- References
How to use the energy inflation calculator
Pick a tab, check the pre-filled example, then replace the numbers with your own and click Calculate. The results stay hidden until you do.
- Measure past inflation: enter a past price, the current price for the same unit of energy, and the years between them. An old bill, a tariff notice or a supplier letter gives you the past price; your latest bill gives you the current one. The result is the average annual rate, with the direction stated in words.
- Project future cost, bill mode: enter your current monthly bill, the annual rate and the years ahead. You get the future monthly bill, the total paid over the period, the same period at no inflation, and the extra cost inflation adds.
- Project future cost, unit mode: enter your price per unit instead. You get the future unit price and the sum of the yearly unit prices across the period. Multiply that sum by your yearly kWh to turn it into a total cost, using your annual use from a cost of energy calculator if you do not have it to hand.
The two formulas, and what each one assumes
Past rate (compound annual growth rate): rate = (current price ÷ past price)1/years − 1. This is the steady yearly climb that would turn the old price into the new one if it had risen by the same percentage every year. It smooths the path: a decade with one crisis year and nine calm ones still reports a single clean number, which is exactly why it is useful for planning and exactly why it hides the spikes.
Future amount = current × (1 + rate)years
Total paid (monthly bill) = 12 × bill × ((1 + rate)years − 1) ÷ rate
Projection: the future amount compounds the current amount at the rate you enter. The total is the geometric series behind it: the first year is charged at today’s amount, each later year at that year’s inflated amount, and the series adds all of them. At a 0% rate the series would divide by zero, so the calculator falls back to amount × 12 × years, which is the same answer the series approaches. In unit mode the same series runs without the 12, giving the sum of one unit price per year.
Worked examples, checked against this exact tool
Past inflation: electricity at $0.12/kWh ten years ago, $0.30/kWh today. (0.30 ÷ 0.12)1/10 − 1 = 9.60% per year, and the tool reports that prices rose. Reverse the two prices and the same span gives −8.76% per year: the fall is smaller in percentage terms than the rise, because the same dollar change is measured against a larger starting price.
Future cost: a $150/month bill at 3% for 10 years becomes $201.59/month, with $20,634.98 paid in total. As a unit price, $0.12/kWh at 3% for 10 years is displayed by the tool as $0.16/kWh, because the tool rounds money to cents, and the yearly unit prices sum to $1.38. At 5% over 25 years, a $200/month bill reaches $677.27/month and $114,545.04 in total, against $60,000 with no inflation: long horizons are where the assumed rate does the most damage or the most good.
| Check (type it in and compare) | Result | Second result |
|---|---|---|
| Past: $0.30 to $0.12 over 10 years | −8.76% per year | Prices fell |
| Past: $0.20 to $0.20 over 5 years | 0.00% per year | Prices did not change |
| Future bill: $150 at 0% for 10 years | $150.00/month | $18,000.00 total |
| Future bill: $200 at 5% for 25 years | $677.27/month | $114,545.04 total |
What rate should you assume?
It depends on the decision the number feeds. Solar and efficiency analyses commonly use 2.5% a year for electricity, a deliberately calm assumption that keeps a sales pitch honest. Recent history has often run hotter: according to the U.S. Bureau of Labor Statistics, the Consumer Price Index for electricity rose faster than overall inflation through much of the mid-2020s, and the U.S. Energy Information Administration tracks the retail prices behind those moves in its Electric Power Monthly. A published index is still an average across millions of customers, though. Your supplier, your region and your tariff can move very differently, which is why the past-inflation tab exists: for a conservative plan use 2.5 to 3%, and for a stress test use the rate you measured from your own prices. If a proposal only works at the higher rate, the proposal is the problem.
One bill, four futures: why the total matters more than the monthly figure
The same $150 monthly bill, projected 10 years at four steady rates. The monthly figures look close together; the totals do not.
| Annual rate | Bill in year 10 | 10-year total | Extra vs no inflation |
|---|---|---|---|
| 0% | $150.00 | $18,000.00 | $0.00 |
| 2.5% | $192.01 | $20,166.09 | $2,166.09 |
| 3% | $201.59 | $20,634.98 | $2,634.98 |
| 5% | $244.33 | $22,640.21 | $4,640.21 |
10-year totals for a $150 monthly bill, bar length proportional to the total. Every row is a run of the calculator above in bill mode.
This is also the honest way to read a solar quote. Panels compete against the whole stream of future bills, not against this year’s bill, so a quote that compares its price only with your current annual spend understates what staying on the grid costs, and a quote built on a 9 or 10% escalation overstates it. Run the measured rate from your own bills, then the 2.5% planning rate, and see whether the decision survives both. The equipment side of that comparison sits in the cost per solar panel calculator.
Bill structure matters too
A bill is (kWh used × price per kWh) + fixed charges. Inflation mostly hits the per-kWh part; standing charges, delivery fees and meter charges move on their own schedule, set by regulators and network costs rather than fuel markets. If your bill is fee-heavy, projecting the whole bill at one rate slightly overstates the growth, because the fixed part is being inflated as if it were energy. For precision, project the per-kWh part in unit mode and add the fixed charges separately at their own, usually slower, pace. The mirror-image mistake matters too: if your usage is about to change, because of an electric vehicle, a heat pump or an efficiency retrofit, projecting the whole bill locks today’s usage into every future year. Project the unit price instead, and let the usage change speak for itself. How hard each square meter of a building works is a separate question, answered by its Energy Performance Index.
Energy inflation is not general inflation
General inflation measures a basket of everything a household buys. Energy is one volatile slice of that basket: it can rise at double digits in a supply shock and fall the next year, while the overall index barely moves. That is why adjusting an old energy price with a general inflation index gives the wrong answer in both directions, and why this page works from energy prices themselves rather than from a general index. If you want the general-index version for comparison, the year-specific pages such as the 1935 inflation calculator apply the all-items index to a starting year; use them for purchasing power in general, and this page for energy specifically. The EIA’s Annual Energy Outlook is the reference for how official forecasters expect energy prices themselves to move over long horizons, and even it publishes ranges and alternative cases rather than a single path.
What competing calculators miss
- Price-cap and bill-rise calculators answer one country’s next quarter: UK tools built around the Ofgem price cap estimate the next cap change for a typical household. They are useful in Britain and useless for a 10 or 25-year decision anywhere else, and they never measure the rate your own prices followed.
- Single-increase tools stop at one step: energy increase calculators that apply one percentage rise, sometimes with a tax rate, give the new bill after a single announced rise. Energy decisions run for decades, and compounding across those years is the whole story.
- CPI category pages adjust, but do not project: electricity inflation histories built on Bureau of Labor Statistics data show what a past amount equals today. They cannot take your bill and your rate and total up the next 10 years, and their index is a national average, not your tariff.
- Bill projectors invent their own escalation: five-year electric bill projectors often walk the rate up in hand-picked steps and present worked examples whose totals do not follow from their own yearly figures. Here the rate is yours, the formula is printed under every result, and the cumulative total comes from the geometric series, not a guess.
- Solar tools bury the escalation rate: payback calculators and installer pages commonly lock in an escalation assumption, sometimes 2.5%, sometimes far higher, inside a savings figure you cannot unpick. This page measures the rate in one tab and applies it in the other, so the assumption behind any payback claim can be checked in under a minute.
Frequently asked questions
Annual rate = (current price ÷ past price)1 ÷ years − 1, the compound annual growth rate. Electricity rising from $0.12 to $0.30 over 10 years gives (0.30 ÷ 0.12)1/10 − 1 = 9.60% per year. Both prices must be for the same unit of energy.
Future bill = current bill × (1 + rate)years. A $150 monthly bill at 3% for 10 years becomes $201.59 a month. The calculator also totals every month across the period, $20,634.98 in that example, which is the figure a long-term decision should use.
It is the cumulative total you will pay for energy over a period if prices keep inflating and you change nothing: $20,634.98 over 10 years for a $150 monthly bill at 3%. Solar and efficiency payback compares the cost of the improvement against this stream of future payments, not against one year of bills.
Planning and solar analyses commonly use 2.5% a year, and planning scenarios for electricity often run 2.5 to 5.5%. Recent history has frequently been higher. The most relevant rate is your own: measure it with the past-inflation tab from two of your real prices.
Project the bill if your usage is stable, because the total paid is then a real budget figure. Project the unit price if your usage is changing, for example with an electric vehicle, a heat pump or an efficiency retrofit, so that today’s usage is not locked into every future year.
Because under inflation each year’s bill is bigger than the last. The total is a geometric series: the first year at today’s amount, later years at each year’s inflated amount, all added together. At 0% the total is exactly the bill times the months, $18,000 for $150 over 10 years.
Yes, in the past-inflation tab: if the current price is below the past price, the measured rate is negative and the tool reports that prices fell, for example $0.30 to $0.12 over 10 years gives −8.76% per year. The projection tab assumes the positive rate you enter, so it does not project falling prices.
No. A projection holds one rate steady to show what that rate would do; a forecast tries to predict what prices will actually do, through fuel markets, policy and weather. Treat every output as a scenario, and run a low and a high rate before acting on it.
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References
- U.S. Bureau of Labor Statistics. Consumer Price Index program overview and electricity index. Accessed October 21, 2026.
- U.S. Energy Information Administration. Electric Power Monthly: retail electricity prices and sales. Accessed October 21, 2026.
- U.S. Energy Information Administration. Annual Energy Outlook: long-term energy price projections. Accessed October 21, 2026.
- U.S. Energy Information Administration. Electricity explained: prices and factors affecting prices. Accessed October 21, 2026.
