Ohm's Law Calculator
Enter any two values to calculate the other two. Leave unknown fields empty.
Ohm's Law Wheel Reference
Voltage (V)
- V = I x R
- V = P / I
- V = sqrt(P x R)
Current (I)
- I = V / R
- I = P / V
- I = sqrt(P / R)
Resistance (R)
- R = V / I
- R = P / I^2
- R = V^2 / P
Power (P)
- P = I x V
- P = I^2 x R
- P = V^2 / R
Frequently Asked Questions
What is Ohm's Law?
Ohm's Law is a fundamental principle in electrical engineering that describes the relationship between voltage, current, and resistance in an electrical circuit. It states that:
- Voltage (V) equals current (I) multiplied by resistance (R): V = I x R
- The law was named after German physicist Georg Simon Ohm
- It applies to most conductive materials under constant temperature
- It forms the foundation for understanding and designing electrical circuits
How do I use this calculator?
Using this Ohm's Law calculator is simple:
- Enter any two known values (voltage, current, resistance, or power)
- Select the appropriate unit for each value (V, mV, kV, A, mA, etc.)
- Leave the unknown values empty
- Click "Calculate" to find the missing values
- The calculator will automatically determine which formulas to use
What is the relationship between power and Ohm's Law?
Power is closely related to Ohm's Law through several formulas:
- P = I x V (Power equals current times voltage)
- P = I^2 x R (Power equals current squared times resistance)
- P = V^2 / R (Power equals voltage squared divided by resistance)
- These formulas are derived by combining Ohm's Law (V = IR) with the basic power formula
What are common unit prefixes in electrical measurements?
Electrical measurements often use metric prefixes to handle very large or small values:
- Micro (u): One millionth (10^-6) - e.g., microamps (uA)
- Milli (m): One thousandth (10^-3) - e.g., millivolts (mV), milliamps (mA)
- Kilo (k): One thousand (10^3) - e.g., kilovolts (kV), kilohms (kOhm)
- Mega (M): One million (10^6) - e.g., megohms (MOhm)
Why do I need at least two values?
Ohm's Law equations have three variables, and you need two to solve for the third:
- With one value alone, there are infinite possible solutions
- Two values uniquely determine all other electrical properties
- Some combinations work better than others (e.g., V and I, or V and R)
- The calculator handles all valid two-value combinations automatically