Watts to Volts Calculator
Calculate voltage from watts and amps or watts and resistance.
How do you convert watts to volts?
Divide watts by amps: volts = watts ÷ amps. A 60 W device drawing 5 A runs at 60 ÷ 5 = 12 V. If you know resistance instead, use V = √(W × R): 60 W across 8 Ω gives √(60 × 8) = √480 ≈ 21.9 V.
Watts to Volts Conversion Table (V = W ÷ A)
| Power | at 2 A | at 5 A | at 10 A | at 15 A |
|---|---|---|---|---|
| 100 W | 50.0 V | 20.0 V | 10.0 V | 6.67 V |
| 500 W | 250 V | 100 V | 50.0 V | 33.3 V |
| 1000 W | 500 V | 200 V | 100 V | 66.7 V |
| 1500 W | 750 V | 300 V | 150 V | 100 V |
| 2000 W | 1000 V | 400 V | 200 V | 133 V |
Watts to Volts Formulas
For DC circuits, voltage is simply power divided by current. Example: 500 W at 4.17 A to 500 ÷ 4.17 = 119.9 V (≈ 120 V).
In an AC single-phase circuit, the power factor must be accounted for. Example: 500 W at 4.17 A, PF 0.9 to 500 ÷ (4.17 × 0.9) = 133.2 V.
Derived from P = V²÷R to V² = P×R to V = √(P×R). Works for DC and purely resistive AC circuits. Example: 200 W at 72 Ω to √(200 × 72) = √14,400 = 120 V.
Watts to Volts Reference Table — DC (using current)
| Watts | 1 A | 2 A | 5 A | 10 A | 15 A | 20 A |
|---|---|---|---|---|---|---|
| 60 W | 60 V | 30 V | 12 V | 6 V | 4 V | 3 V |
| 100 W | 100 V | 50 V | 20 V | 10 V | 6.6667 V | 5 V |
| 200 W | 200 V | 100 V | 40 V | 20 V | 13.3333 V | 10 V |
| 500 W | 500 V | 250 V | 100 V | 50 V | 33.3333 V | 25 V |
| 1000 W | 1000 V | 500 V | 200 V | 100 V | 66.6667 V | 50 V |
| 1500 W | 1500 V | 750 V | 300 V | 150 V | 100 V | 75 V |
| 2000 W | 2000 V | 1000 V | 400 V | 200 V | 133.3333 V | 100 V |
Watts to Volts Using Resistance (Ω)
| Watts | 10 Ω | 50 Ω | 100 Ω | 144 Ω | 500 Ω |
|---|---|---|---|---|---|
| 10 W | 10 V | 22.3607 V | 31.6228 V | 37.9473 V | 70.7107 V |
| 25 W | 15.8114 V | 35.3553 V | 50 V | 60 V | 111.8034 V |
| 60 W | 24.4949 V | 54.7723 V | 77.4597 V | 92.9516 V | 173.2051 V |
| 100 W | 31.6228 V | 70.7107 V | 100 V | 120 V | 223.6068 V |
| 500 W | 70.7107 V | 158.1139 V | 223.6068 V | 268.3282 V | 500 V |
| 1000 W | 100 V | 223.6068 V | 316.2278 V | 379.4733 V | 707.1068 V |
When do you need to find voltage from watts?
- Sizing solar charge controllers (know panel watts and desired charge amps)
- Amplifier and speaker circuits (know power rating and speaker impedance)
- Checking nominal voltage of an unknown DC power source
- Resistance-based voltage measurements with a multimeter (Ohm's Law Guide)
Frequently Asked Questions
Two approaches. Using current: V = W ÷ A for DC; V = W ÷ (A × PF) for AC single-phase. Using resistance (Ohm's Law): V = √(W × R). You need either the current (amps) or the resistance (ohms) — you cannot convert watts to volts from watts alone.
Yes — if you know the resistance in ohms. Use V = √(W × R). For example, a 100 W load with 144 Ω resistance: V = √(100 × 144) = 120 V. If you have neither amps nor resistance, conversion is not possible.
DC: V = 60 ÷ 0.5 = 120 V. AC single-phase at PF 0.8: V = 60 ÷ (0.5 × 0.8) = 150 V.
Combine Watt's Law (P = V²÷R) and Ohm's Law (V = I×R) to get V = √(P × R). This works for both DC and resistive AC circuits.