Typical household — 900 kWh a month
A flat tariff with a standing charge, which is the most common arrangement.
255.15 — an effective 0.2835/kWh against a 0.25 headline rate
Your bill from meter readings or kWh — including the standing charge, tiered blocks and tax that most calculators leave out, plus the effective rate you actually pay per unit.
In kWh, from your bill. A typical household uses about 875 a month.
The standing charge is per day, so this changes the fixed part of the bill.
In your own currency. The bill comes back in the same units.
The fixed daily fee, owed whether you use anything or not. Set to 0 if your tariff has none.
Applied to energy and standing charge together.
The standing charge is 18.00, 7% of the bill — 0.6 a day across 30 days, owed regardless of consumption.
Effective rate is 0.2835 per kWh against a headline rate of 0.25 — 13% higher once fixed charges and tax are spread across your usage. This is the number to compare tariffs on.
At this rate: 10950 kWh and 3104.33 a year. A typical household uses around 10,500 kWh.
A flat tariff with a standing charge, which is the most common arrangement.
255.15 — an effective 0.2835/kWh against a 0.25 headline rate
The case that exposes the standing charge. See how much of this bill has nothing to do with electricity.
58.28 — standing charge is 31% of it, effective rate 0.3885/kWh, 55% above headline
Baseline plus escalating blocks. Compare the average rate with what your next unit costs.
337.50 energy — 112.00 in tier 1, 225.50 in tier 2. Marginal rate 0.41
Cheap overnight rate, expensive evenings. Load shifting is worth real money.
Off-peak charging keeps 1,050 kWh at 0.09 instead of 0.40
Work the bill out yourself from the numbers on the meter, before it arrives.
900 kWh consumed — 255.15
When to use this: checking a bill that looks wrong, working out what you owe before it arrives, comparing two tariffs properly, or deciding whether an efficiency measure pays for itself.
Almost every bill calculator online models the same equation: units times rate. Real bills have at least three more parts, and each of them changes the answer materially.
Put together: (kWh × rate + days × standing charge) × (1 + tax). At 900 kWh, 0.25 per unit, 0.6 a day for 30 days and 5% tax, that is (900 × 0.25 + 30 × 0.6) × 1.05 = 255.15.
It goes by many names — standing charge, daily supply charge, service charge, fixed charge, customer charge, meter rent. It covers the cost of maintaining the network and reading the meter, and it is charged per day regardless of consumption.
This has a consequence that is easy to state and easy to miss: your bill has a floor. At 0.6 a day, a 30-day month costs 18.90 before you switch anything on. No amount of turning lights off gets below it.
And because that floor is fixed, it makes up a larger share of a small bill than a large one — which means the less electricity you use, the more you pay per unit:
| Monthly kWh | Energy charge | Standing charge | Total bill | Standing charge share | Effective rate/kWh |
|---|---|---|---|---|---|
| 50 | 12.50 | 18.00 | 32.03 | 56% | 0.6405 |
| 100 | 25.00 | 18.00 | 45.15 | 40% | 0.4515 |
| 150 | 37.50 | 18.00 | 58.28 | 31% | 0.3885 |
| 300 | 75.00 | 18.00 | 97.65 | 18% | 0.3255 |
| 500 | 125.00 | 18.00 | 150.15 | 12% | 0.3003 |
| 900 | 225.00 | 18.00 | 255.15 | 7% | 0.2835 |
| 1,500 | 375.00 | 18.00 | 412.65 | 4% | 0.2751 |
| 3,000 | 750.00 | 18.00 | 806.40 | 2% | 0.2688 |
At 0.25 per kWh with a 0.6 standing charge, a 50 kWh month works out at 0.640 per unit — 156% above the headline rate. A 3,000 kWh month pays 0.269, barely above the advertised price.
This is why comparing tariffs on the per-kWh rate alone is a mistake. A tariff at 0.22 per kWh with a 1.00 daily standing charge and one at 0.28 with no standing charge cross over at a specific consumption level; below it the second is cheaper, above it the first. Work out the effective rate at your usage and compare those.
Under a tiered tariff — also called block rates, slab rates or an increasing block tariff — consumption is divided into bands and each band has its own price. Common in California, much of India, parts of Australia and many municipal utilities.
The error that keeps appearing in hand calculations is charging the whole month at whichever rate you reached. You do not. Each block is priced separately, and you only pay the top rate on the portion above the threshold.
Take 0.32 up to 350 kWh, 0.41 up to 1050 kWh, then 0.55. A 900 kWh month:
| Block | Rate | kWh in this block | Cost |
|---|---|---|---|
| Tier 1 | 0.32 | 350 | 112.00 |
| Tier 2 | 0.41 | 550 | 225.50 |
| Total energy charge | 900 | 337.50 | |
Charging all 900 kWh at the tier 2 rate would give 369.00 — an overstatement of 31.50, or 9%.
The bill above averages 0.3750 per kWh. But the next kWh costs 0.41, because that is the block you are sitting in.
The distinction decides whether efficiency measures are worth it. Cutting 100 kWh from that month saves 100 × 0.41 = 41.00 — not 100 × 0.3750. Savings always come off the top block first, so on a tiered tariff a heavy user gets a better return on the same reduction than a light one.
A time-of-use tariff prices the same kWh differently by hour: expensive during the late afternoon and evening peak, cheap overnight. The spread is often three or four to one.
Whether it saves you money depends entirely on what share of your consumption falls in the peak window. With a 0.40 peak and 0.15 off-peak rate against a flat 0.25:
| Share used on peak | Peak kWh | Off-peak kWh | Energy charge | Versus flat at 0.25 |
|---|---|---|---|---|
| 10% | 90 | 810 | 157.50 | −67.50 |
| 25% | 225 | 675 | 191.25 | −33.75 |
| 35% | 315 | 585 | 213.75 | −11.25 |
| 50% | 450 | 450 | 247.50 | +22.50 |
| 75% | 675 | 225 | 303.75 | +78.75 |
The break-even sits at 40% — below that a time-of-use tariff wins, above it you lose. Most households land near 35–45% without deliberate effort, which is why switching to time-of-use and changing nothing else often makes bills worse.
The loads worth shifting, in order of how much they move the number: EV charging, electric hot water, laundry, dishwasher, pool pump. An EV alone can shift several hundred kWh a month into the cheap window, which is why time-of-use tariffs and EVs are so often recommended together.
Wide variation is normal, and it is driven overwhelmingly by whether heating and hot water are electric.
| Home | kWh / year | kWh / month |
|---|---|---|
| Studio or 1-bed apartment, gas heat | 2,000–4,000 | 170–330 |
| 2–3 bed home, gas heat and hot water | 5,000–8,000 | 420–670 |
| Typical US household (all types averaged) | ~10,500 | ~875 |
| Large home, electric hot water | 12,000–16,000 | 1,000–1,330 |
| All-electric home with heat pump | 14,000–20,000 | 1,170–1,670 |
| All-electric home with heat pump and EV | 18,000–28,000 | 1,500–2,330 |
| Electric resistance heating, cold climate | 20,000–30,000 | 1,670–2,500 |
European and UK homes sit far lower — typically 2,700 to 3,500 kWh a year — because heating and hot water are almost always gas. Comparing a UK figure with a US one without accounting for that is comparing two different things.
Multiply by your marginal rate, not your average one, and work down from the largest loads. Our appliance wattage chart gives the annual consumption of around 58 household appliances, which is where to start.
Either read the kWh figure off your bill, or subtract your previous meter reading from the current one. The difference is the units you have used.
The number of days the bill covers. This matters because the standing charge is per day, not per month.
Flat if you pay one rate for everything. Tiered if the rate rises above a threshold. Time of use if peak and off-peak hours are priced differently.
The standing charge is the fixed daily fee on your bill — look for "standing charge", "daily supply charge", "service charge" or "fixed charge". Leaving it out is the single most common reason a hand-calculated bill comes out too low.
Total divided by units. This is the number to compare tariffs on, because a low headline rate with a high standing charge can easily cost more than the reverse.
Multiply the units you have used in kWh by your rate per kWh, add the standing charge multiplied by the number of days in the billing period, then add tax on the total. A 900 kWh month at 0.25 per unit with a 0.60 daily standing charge over 30 days and 5% tax comes to (900 × 0.25 + 30 × 0.60) × 1.05 = 255.15.
Subtract the previous reading from the current one — the difference is your consumption in kWh. Read all the digits before the decimal point, and ignore any digits after it or in a red-bordered box. If your current reading is lower than the previous one, the meter has rolled over past its maximum; add the meter’s full range (usually 100,000) to the current reading before subtracting.
A fixed daily fee that covers network maintenance, metering and supplier costs. You owe it whether you use any electricity or not, so it puts a floor under your bill that no amount of switching things off can reach. On a low-usage household it can be 40–60% of the total, which is why comparing tariffs on the per-kWh rate alone is misleading.
Your total bill divided by the units you used. It is always at or above the headline rate once a standing charge exists, and the gap widens the less you use. A 150 kWh month on a 0.25 tariff with a 0.60 daily standing charge has an effective rate near 0.39 — over 50% higher than the advertised price.
Consumption is divided into blocks, and each block is charged at its own rate. Crucially, only the portion above a threshold pays the higher rate — not the whole month. 900 kWh on a tariff of 0.32 up to 350 kWh and 0.41 above it costs 350 × 0.32 + 550 × 0.41 = 337.50, not 900 × 0.41 = 369. Charging everything at the top rate is the most common error in hand calculations.
The average rate is what you paid across the whole bill; the marginal rate is what the next kWh will cost. On a tiered tariff they differ, and the marginal rate is the one that matters when deciding whether an efficiency measure is worth it. Saving 100 kWh on the example above saves 100 × 0.41 = 41, not 100 × the 0.375 average.
It depends entirely on whether you can move load. Time-of-use tariffs offer a very cheap overnight rate in exchange for an expensive evening peak, so they reward households that can shift dishwashers, laundry, hot water and above all EV charging into the cheap window. If your usage is fixed around the evening peak, a time-of-use tariff will cost you more than a flat one.
Usually one of four things. The standing charge was left out. The bill covers more days than you assumed — a "monthly" bill is often 30 or 31 days but quarterly bills run 90 plus. The reading was estimated rather than actual, and the true-up landed on this bill. Or the tariff is tiered and the extra consumption pushed you into a higher block.
Around 10,500 kWh a year in a US home, or roughly 875 kWh a month — though the spread is enormous. A small apartment with gas heating might use 3,000 kWh a year; a large all-electric house with a heat pump and an EV can exceed 20,000. UK and European homes typically use considerably less, around 2,700–3,500 kWh a year, because heating is usually gas.
Yes. Enter your rate and standing charge in whatever currency your bill uses and every result comes back in the same units. There is no conversion happening, so there is nothing to get wrong — the maths is identical whether you are working in dollars, pounds, euros or rupees.
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