Convert watts to amps for any voltage. Essential for sizing circuit breakers, extension cords, and electrical panels.
Watts to Amps Formula: I = P ÷ V. This is derived from Ohm's Law and the power equation. For AC single-phase circuits: I = P ÷ (PF × V) where PF is power factor (typically 0.81.0). For AC three-phase circuits: I = P ÷ (?3 × PF × VL). Standard US household voltage is 120V; large appliances use 240V. The UK and Europe use 230V.
| Appliance | Watts | Amps @ 120V | Amps @ 240V |
|---|---|---|---|
| Light Bulb (LED) | 10W | 0.08A | 0.04A |
| Laptop | 65W | 0.54A | 0.27A |
| Desktop PC | 300W | 2.5A | 1.25A |
| Microwave | 1200W | 10A | 5A |
| Hair Dryer | 1800W | 15A | 7.5A |
| Electric Dryer | 5000W | 41.7A | 20.8A |
| Electric Oven | 8000W | 66.7A | 33.3A |
Converting watts to amps requires knowing the voltage: Amps = Watts ÷ Volts. This comes from the power formula P = V × I (Power = Voltage × Current). For example, a 1,200-watt microwave on a 120V US circuit draws 1,200 ÷ 120 = 10 amps.
Understanding amp draws helps you avoid tripping breakers and plan electrical capacity. Common US household appliances at 120V: Refrigerator (150W) = 1.25A, LED TV (100W) = 0.83A, Laptop (65W) = 0.54A, Microwave (1,200W) = 10A, Hair dryer (1,875W) = 15.6A, Electric oven (5,000W at 240V) = 20.8A.
For DC circuits, the calculation is straightforward: A = W ÷ V. For AC circuits, real-world power consumption involves a "power factor" (PF) between 0 and 1 that accounts for reactive loads like motors and transformers: Amps = Watts ÷ (Volts × PF). Resistive loads like heaters and incandescent bulbs have a PF of 1.0. Motors and fluorescent lights typically have a PF of 0.8–0.95. Most household appliance calculations use PF = 1 for simplicity.
The NEC (National Electrical Code) requires that continuous loads not exceed 80% of a circuit breaker's rated ampacity. A 20-amp circuit should carry no more than 16 amps continuously. This is why a 15A circuit can safely serve a 1,500W (12.5A) heater but not two of them simultaneously.
Power (watts), current (amps), and voltage (volts) are related by: P = V × I, or equivalently I = P ÷ V. A 1,200W microwave on a 120V circuit draws 1,200 ÷ 120 = 10 amps. The same appliance in Europe on a 230V circuit would draw 1,200 ÷ 230 = 5.2 amps — the same wattage, but much less current because of the higher voltage. This is why European countries can use thinner wiring for equivalent appliances. When multiple appliances share a circuit, their amperage draws add up — a 15A circuit breaker can safely carry only about 12A continuously (80% rule) before risk of overheating. Knowing wattage and voltage lets you determine if you can safely add another device to an existing circuit.
For DC circuits and purely resistive AC loads (incandescent bulbs, space heaters), P = V × I is exact. For AC circuits with inductive or capacitive loads (motors, transformers, fluorescent ballasts), the relationship involves power factor (PF): P_real = V × I × PF. Power factor ranges from 0 to 1.0 — a perfectly resistive load has PF = 1.0; a motor might have PF = 0.7–0.9. Utilities charge industrial customers for apparent power (kVA = V × I), not just real power (kW = V × I × PF), when PF is low. For home electrical calculations, PF is typically close enough to 1.0 that the simple P = V × I formula works. For motor loads, nameplate current (amps) is always more accurate than calculating from watts alone.
Planning circuits requires knowing approximate wattages: hair dryer 1,200–1,875W; electric kettle 1,000–1,500W; microwave 600–1,200W; toaster 800–1,800W; refrigerator 100–800W (highly variable, starting surge can be 3× running watts); dishwasher 1,200–2,400W; clothes dryer (electric) 4,000–6,000W (requires 240V, 30A circuit); air conditioner (window unit) 500–1,500W; electric vehicle charger (Level 2) 3,800–9,600W (requires dedicated 240V circuit). The starting surge of motors (refrigerators, AC units) can be 3–7× their running wattage for the first 1–3 seconds — circuit breakers are designed to tolerate brief surges, but UPS systems and generators must be sized for the starting load, not just the running load.