Ohm's Law & Power Calculator

Calculate Voltage, Current, Resistance, or Power.

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Inputs

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Results

Voltage (V)-
Current (I)-
Resistance (R)-
Power (P)

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Assumptions

  • The calculator expects exactly two known positive inputs and treats 0 as unknown.
  • This tool models a simple resistive circuit using DC-style Ohm's Law and Power Law relationships.
  • Invalid combinations, such as fewer or more than two known values or division by zero, return an invalid state.

Sensitivity preview

No numeric sensitivity scenarios are available.

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About this Ohms Law

Ohm's Law is the most fundamental equation in electronics, describing the relationship between Voltage, Current, and Resistance. This tool combines Ohm's Law with the Power Law to solve for any parameter in a DC circuit.

Who this calculator is for

  • Electronics students, makers, and technicians solving basic DC circuit values.
  • Anyone checking a resistor, power supply, LED, or load calculation quickly.
  • Engineers validating whether a known pair of electrical values is internally consistent.

When to use it

  • Use it when you know any two circuit values and want the other two.
  • Use it to estimate current draw, resistance, or power for a DC load.
  • Use it before choosing a resistor, fuse, wire size, or power supply rating.

How to use this calculator

  1. You must enter exactly two values.
  2. Leave the other fields as 0.
  3. The tool computes the two missing variables.

Key assumptions

  • The calculator expects exactly two known positive inputs and treats 0 as unknown.
  • This tool models a simple resistive circuit using DC-style Ohm's Law and Power Law relationships.
  • Invalid combinations, such as fewer or more than two known values or division by zero, return an invalid state.

Accuracy and testing

Review formula sources, default test cases, assumptions, unit handling, rounding rules, and changelog for this calculator.

View accuracy page

How this calculator works

The calculator uses variations of two primary formulas: 1. Ohm's Law: $V = I \times R$ (Voltage = Current × Resistance) 2. Power Law: $P = V \times I$ (Power = Voltage × Current)

Inputs explained

Voltage (V)

Electrical potential difference, measured in Volts. The 'pressure' pushing electrons.

Current (I)

The rate of electron flow, measured in Amps.

Resistance (R)

Opposition to current flow, measured in Ohms (Ω).

Power (P)

The rate of energy usage, measured in Watts.

Understanding your results

The result completes the circuit parameters. For example, if you know a heater uses 1500 Watts at 120 Volts, the calculator finds it draws 12.5 Amps and has 9.6 Ohms resistance.

Example scenarios

Find Current

12V Battery, 4 Ohm Resistor. I = V/R = 12/4 = 3 Amps.

Find Power

120V Supply, 0.5 Amps. P = V*I = 120 * 0.5 = 60 Watts.

Key Features

  • Solves for V, I, R, P
  • Validates input combinations
  • Physics-based logic

Tips & Best Practices

  • Entering 0 is treated as 'unknown'.
  • Be careful with units. 1 kΩ = 1000 Ω. 1 mA = 0.001 A. This tool expects base units (Volts, Amps, Ohms, Watts).

Glossary of Terms

Ohm (Ω)
Unit of resistance.
Ampere (A)
Unit of electric current.
Watt (W)
Unit of power.

Frequently Asked Questions

What is the Magic Triangle?
It's a mnemonic for Ohm's Law. V is at the top, I and R are at the bottom. Cover the one you want to find: V = I*R, I = V/R, R = V/I.
Does this work for AC circuits?
It works for resistive AC circuits (like heaters or incandescent bulbs) where power factor is 1. For reactive circuits (motors, capacitors), you need complex impedance calculations.
Why do I need 2 values?
Mathematically, you need two known variables to solve for the unknowns in these equations.