Voltage
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Fill any two of V, I, and R (0 means unknown), then compute the third plus P = V I.
Page updated 2026-09-04.
Voltage
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Current
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Resistance
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Power
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At 12 volts and 2 amps (with resistance left at 0 to mark it unknown), Ohm's Law solves resistance as 6 ohms (V / I = 12 / 2), and the resulting power is 24 watts (P = V x I = 12 x 2).
Ohm's Law (V = I x R) is one of the most fundamental relationships in basic electronics, and like the other physics solve-for-the-unknown tools here, it rearranges depending on which variable is missing: resistance = voltage / current, or current = voltage / resistance.
Power (24 watts) is calculated as a bonus fourth value beyond the core three-variable Ohm's Law relationship -- P = V x I is a separate but closely related formula, useful for immediately seeing how much energy per second a circuit with these voltage and current values is actually dissipating or consuming.
Exactly two of V, I, R must be nonzero. Power is V times I. This calculator requires exactly two of voltage, current, and resistance to have real nonzero values -- with only one known value, Ohm's Law alone doesn't provide enough information to solve for both of the others, since there are genuinely two unknowns and only one equation relating all three.
Power can also be expressed using other equivalent formulas once you know any two of the three main values -- P = I² x R or P = V² / R would give the identical 24-watt answer here, since all these formulas are just different algebraic rearrangements of the same underlying relationships.
This models a simple resistive circuit -- purely resistive loads follow Ohm's Law directly, but circuits with capacitors or inductors (which introduce frequency-dependent reactance) require more advanced AC circuit analysis beyond this basic DC-style relationship.
Once you know a resistance value like the 6 ohms solved here, the Resistor Color Code Calculator helps identify or verify a physical resistor with that approximate value from its color bands.
For a related but different passive component, the Capacitor Value Code Converter decodes a capacitor's printed value marking instead.
Using Ohm's Law rearranged for resistance: R = V / I = 12 / 2 = 6 ohms.
Exactly two of V, I, R must be nonzero. Power is V times I. Power = Voltage x Current = 12 x 2 = 24 watts. This is a separate but related formula to Ohm's Law itself, showing the rate of energy consumption or dissipation given the same voltage and current values.
Exactly two of V, I, R must be nonzero. Power is V times I. Ohm's Law (V = I x R) relates three variables in one equation -- with only one known value, there are two remaining unknowns and just one equation, which isn't enough information to solve uniquely for both.
Yes -- once you know voltage, current, and resistance, power can also be calculated as P = I² x R or P = V² / R, both algebraically equivalent to P = V x I and producing the same result given consistent values.
Not directly in this simple form. Purely resistive circuits follow V = I x R cleanly, but capacitors and inductors introduce frequency-dependent reactance, requiring more advanced AC circuit analysis beyond this basic relationship.
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