Electrical Power (VI)
Power dissipated by a component.
Formula
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Example
12V × 2A = 24W
How it works
This formula tells you how much electrical energy a component uses or turns into heat, light, motion, or other forms each second. It works because voltage is the energy supplied to each coulomb of charge, and current is the rate at which charge flows, so multiplying them gives energy per second, which is power. A larger voltage, a larger current, or both will increase the power.
When to use it
Use this when you know the voltage across a device and the current through it and want to find how much power it uses. It is common in circuit analysis for resistors, lamps, motors, chargers, and any electrical component.
Worked example, step by step
A small motor has a voltage of 9 V across it and draws 0.5 A. P = VI P = 9 × 0.5 P = 4.5 W The motor dissipates 4.5 watts of power.
Common mistakes to avoid
- Using voltage in volts and current in milliamps without converting the current to amps
- Confusing power with energy; power is the rate of using energy, not the total energy itself
- Using the wrong current value, such as the total circuit current when the formula requires the current through the specific component
Did You Know?
Power equals voltage times current, which is why high-voltage lines carry power with less wasted heat.
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