Electrical Power Calculator
Watts from volts and amps, in whatever units you have them - and the missing one when you have the other two.
Enter any two of voltage, current and power and get the third, in whatever units you have them in.
7 inputs · Free, no sign-up ·
Estimates only. Rates, fees and specifications change. Confirm against the official source before you rely on a figure — see our disclaimer.
Voltage, current and power are three views of the same thing, and any two of them give the third. Rather than three separate pages, this one takes whichever two you have.
Leave the unknown field empty. The result names which value was calculated, so an input and an answer are never confused with each other — which matters when you are checking a rating plate against a measurement.
P = V x I power from voltage and current
I = P / V current from power and voltage
V = P / I voltage from power and current
Each is the same equation rearranged. On AC, a power factor below 1 means the real power in watts is lower than volts times amps; leave it at 1 for DC and for resistive loads.
Any figure supplied as zero counts as not supplied, because a zero voltage or current does not describe a working circuit and dividing by it has no answer.
| Symbol | Meaning | Unit |
|---|---|---|
| V | Voltage | V |
| I | Current | A |
| P | Power | W |
| pf | Power factor, AC circuits |
A laptop charger labelled 20 V and 65 W, and you want the current:
I = 65 / 20 = 3.25 A
A 12 V supply drawing 1.5 A, and you want the power:
P = 12 x 1.5 = 18 W
Any two of the three. Voltage and current give power; power and voltage give current; power and current give voltage. One value on its own is never enough.
Nothing is recalculated and your three figures are shown back as entered. That is deliberate - it lets you check a rating plate without the page quietly correcting one of the numbers.
A zero voltage or current does not describe a working circuit, and the calculation would divide by it. A zero is treated as a value you have not supplied.
Yes, with the power factor set. At a power factor of 1 the result is apparent power in VA and real power in W at the same time, which is correct for DC and resistive loads. Below 1, the watts figure is the real power.
Watts from volts and amps, in whatever units you have them - and the missing one when you have the other two.
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Volts alone cannot give watts. Here is why, and what to add to get the answer you are after.
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