Amps to watts calculator
Power · single-phase4,800WP = V × I × PF20 A at 240 V, PF 1.00
Per line
120, 240, or a DC value
Phase
1 for heaters and resistive loads; 0.8–0.9 for motors
- Kilowatts
- 4.80 kW
- Apparent powervolts × amps (× √3 for three-phase), before the power factor
- 4,800 VA
- Per hour at full load
- 4.80 kWh
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Amps and volts give watts: P = V × I for DC and resistive loads, times the power factor for AC, times √3 for balanced three-phase at line-to-line voltage. The tally shows kilowatts, the apparent power in VA before the power factor, and the energy per hour at full load.
Worked examples
- 20 A at 240 V
- 4,800 W, 4.8 kW: the full continuous rating of a 20 A 240 V circuit, before the 80 % rule. Open this run
- 15 A at 120 V
- 1,800 W. A 15 A circuit can supply 1,800 W momentarily and 1,440 W continuously (80 %). Open this run
- 30 A three-phase at 208 V, PF 0.9
- P = √3 × 208 × 30 × 0.9 = 9,727 W; apparent power 10.8 kVA. Open this run
- 100 A at 12.6 V (DC)
- 1,260 W: what a 100 A alternator delivers at full output. Open this run
How it is worked out
DC: P = V × I. Single-phase AC: P = V × I × PF. Three-phase (balanced): P = √3 × V × I × PF with V line-to-line.
Apparent power S = V × I (× √3) in VA; kWh per hour = kW at full load for one hour.
The figures behind it
- Power formulas
- P = V × I × PF and P = √3 × V × I × PF; arithmetic, no table.
Questions people ask
- How many watts is 20 amps?
- 2,400 W at 120 V, 4,800 W at 240 V, both at PF 1. A 20 A circuit loaded continuously should carry no more than 16 A (80 %), so 1,920 W at 120 V.
- Watts or volt-amperes?
- Watts are real power (heat, motion, light); volt-amperes are what the wiring carries. They are equal at PF 1 and differ by the power factor otherwise. Breakers and conductors are sized on amps, so on VA.
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