Volt to Watt Calculator
Volts alone cannot give watts. Here is why, and what to add to get the answer you are after.
The voltage a given wattage runs at, when you know the current.
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Estimates only. Rates, fees and specifications change. Confirm against the official source before you rely on a figure — see our disclaimer.
Watts divided by amps gives volts. It is the least-used of the three rearrangements, and it comes up when a label gives a power and a current but not a voltage — or when you are checking whether a supply is the one a device expects.
Zero current has no answer here. A device drawing no current is not running at some voltage; it is not running, and the division has nothing to divide.
Voltage = Power / Current V = P / I
Voltage = Power / (Current x Power factor) AC with a power factor
Zero current is refused rather than treated as a very small number, because the answer would grow without limit and the figure produced would be meaningless rather than large.
| Symbol | Meaning | Unit |
|---|---|---|
| P | Power | W |
| I | Current | A |
| V | Voltage | V |
A 60 W supply delivering 5 A:
V = 60 / 5 = 12 V
A 65 W laptop charger delivering 3.25 A:
V = 65 / 3.25 = 20 V
Divide the watts by the amps. A 60 W supply delivering 5 A runs at 12 V. Watts alone are not enough - you need the current as well.
There is no answer. Dividing by zero does not produce a very large voltage, it produces nothing meaningful, so the calculation stops and says so.
Usually because one of your figures is a maximum rather than an operating value. Chargers are rated at their peak output, and a device rarely draws exactly that.
Voltage matching is necessary but not sufficient. The connector, the polarity and the current capability all have to suit the device too, and this calculation says nothing about any of them.
Volts alone cannot give watts. Here is why, and what to add to get the answer you are after.
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