The model, stated exactly
Hours per year = hours per day × 365. Annual kWh for each type = bulbs × watts × hours per year ÷ 1000. Annual energy cost = kWh × electricity rate per kWh. Bulbs replaced per year = bulbs × hours per year ÷ rated life in hours. Annual bulb cost = bulbs replaced × price per bulb. Annual total = energy cost + bulb cost. Saving = incandescent total − LED total; a negative saving means incandescents win, which happens only at implausible inputs. Line items are rounded to cents first and totals are the sums of those rounded lines, so the printed lines always add up exactly ($16.75 + $1.31 = $18.06; $111.69 + $10.95 = $122.64). The model assumes both bulb types give the same light and run the same hours; it does not count the heat an incandescent adds to a room, which slightly helps in winter and hurts in summer, nor dimmer or fixture costs.
The worked example, line by line
Setup: 10 bulbs, 3 hours a day, $0.17/kWh, 9 W LED, 60 W incandescent, $3.00 LED, $1.00 incandescent, 25,000-hour LED life, 1,000-hour incandescent life.
Line 1 — hours per year. 3 × 365 = 1,095 hours per bulb per year.
Line 2 — annual kWh. 10 × 9 × 1,095 ÷ 1000 = 98.55 kWh LED; 10 × 60 × 1,095 ÷ 1000 = 657 kWh incandescent.
Line 3 — energy cost. 98.55 × $0.17 = $16.75 LED; 657 × $0.17 = $111.69 incandescent.
Line 4 — bulbs replaced per year. 10 × 1,095 ÷ 25,000 = 0.438 LED; 10 × 1,095 ÷ 1,000 = 10.95 incandescent.
Line 5 — bulb cost. 0.438 × $3.00 = $1.31 LED; 10.95 × $1.00 = $10.95 incandescent.
Line 6 — annual totals. $16.75 + $1.31 = $18.06 LED; $111.69 + $10.95 = $122.64 incandescent.
Line 7 — the saving. $122.64 − $18.06 = $104.58 a year; over ten years, $1,045.80.
Try these
Just 5 bulbs. LEDs cost $9.04 a year and incandescents $61.33, so even a half-house switch saves $52.29 a year.
6 hours a day. LEDs cost $36.14 a year and incandescents $245.28, so hard-used lights save $209.14 a year — swap the kitchen and living room first.
Expensive electricity: $0.30 per kWh. LEDs cost $30.88 a year and incandescents $208.05, so the saving grows to $177.17 a year.
100-watt incandescents (LED still 9 W). Incandescent energy rises to 1,095 kWh costing $186.15, the incandescent total to $197.10, and the saving to $179.04 a year. Note this branch keeps the 9-watt LED for comparability; a true 100-watt equivalent LED would use about 14 watts, which would still save nearly as much.
Ten years at the defaults. The saving compounds to $1,045.80 — more than the cost of replacing every bulb in the house several times over, before counting the avoided trips up the ladder.
Output · formula · meaning
| Output | Formula | What it means |
| Hours per year | Hours per day × 365 | 1,095 at the defaults — how long each bulb burns annually. |
| Annual kWh (each) | Bulbs × watts × hours per year ÷ 1000 | 98.55 LED, 657 incandescent — the energy gap is the whole story. |
| Energy cost (each) | kWh × $/kWh | $16.75 LED, $111.69 incandescent. |
| Bulbs replaced per year | Bulbs × hours per year ÷ rated life | 0.438 LED, 10.95 incandescent — the replacement treadmill. |
| Bulb cost (each) | Bulbs replaced × price per bulb | $1.31 LED, $10.95 incandescent. |
| Annual total (each) | Energy cost + bulb cost | $18.06 LED, $122.64 incandescent. |
| Annual saving | Incandescent total − LED total | $104.58 at the defaults — positive means LEDs win. |
| Ten-year saving | Annual saving × 10 | $1,045.80 at the defaults, before any rate rises. |
Who uses this
- The homeowner staring at a $3 LED next to a $1 incandescent: enters 10 bulbs and learns the $2 sticker gap buys a $104.58-a-year saving — the shelf price is the least important number in the store.
- The landlord swapping bulbs between tenants: enters the building's bulb count and hours to show the payback lands in weeks, not years, and the next tenant never calls about a dead bulb.
- The renter who can only change bulbs, not fixtures: enters just 5 bulbs and still finds $52.29 a year — a saving that moves out with them in a box.
- The household on a high electricity rate: enters $0.30 per kWh and sees the saving jump to $177.17 a year, which makes the kitchen and porch lights the first, not the last, swap.
Accuracy & limitations
The comparison is exact for the numbers you enter, but two inputs deserve a second look. First, equal brightness is assumed: a 9-watt LED genuinely matches a 60-watt incandescent in lumens, but if your LEDs are brighter or dimmer than the bulbs they replace, the energy gap moves with them — match lumens, not watts, when you shop. Second, rated life is a laboratory figure; real bulbs die early from heat, vibration, and enclosed fixtures, and LEDs in particular lose life in hot, enclosed cans. The model also ignores the small heating effect: incandescent waste heat slightly cuts winter heating bills and slightly raises summer cooling bills, but the effect is far smaller than the $104.58 gap. Error policy: missing, non-numeric, or non-positive inputs (bulbs, hours, wattages, prices, lifespans) and a negative electricity rate are reported as errors rather than calculated, so no result ever shows NaN.
Cite this calculatorBright Side Kit. “LED vs Incandescent Calculator 2026 — Bright Side Kit.” brightoolbox.com, 2026.Bright Side Kit. "LED vs Incandescent Calculator 2026." https://brightoolbox.com/led-vs-incandescent-lighting/ Accessed October 24, 2026.
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