Fundamental Circuit Physics

Ohm's Law Master 4-in-1 Solver

Universal circuit analysis, physics students, EE engineers, electronics repair. User inputs any 2 of (V, I, R, P), system solves the remaining 2 variables automatically using 12 standard Ohm's and Watt's Law formulas.

Ohm's Law Master 4-in-1 Solver
V
A
Ohms
W
Calculated Result
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Instant Calculation
Auxiliary Value
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Engineering Output
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Step-by-Step Derivation ▼ Show Steps
Governing Formula Verified Physics
V = I × R  |  P = V × I  |  P = I² × R  |  P = V² / R

Calculations adhere to standard electrical equations and National Electrical Code guidelines.

Engineering Principles & Calculations

This calculator uses the exact mathematical relationships between Any 2 of: Voltage (V), Current (A), Resistance (Ω), Power (W) to determine Remaining 2 values + visual formula wheel highlighted. In practical applications, electrical systems must account for safety derating factors, nominal vs actual voltages, and conductor resistance losses.

User inputs any 2 of (V, I, R, P), system solves the remaining 2 variables automatically using 12 standard Ohm's and Watt's Law formulas.

Typical Application & Best Practices

Universal circuit analysis, physics students, EE engineers, electronics repair.

Reference Matrix

Ohm's Law Master 4-in-1 Solver Benchmark Lookup Table

VoltageCurrentResistancePowerApplication
12V DC1.0 A12.0 Ohms12 WAutomotive Sensor
12V DC10.0 A1.2 Ohms120 WCar Inverter
120V AC1.0 A120.0 Ohms120 WSmall Household Fan
120V AC12.5 A9.6 Ohms1500 WPortable Space Heater
240V AC18.75 A12.8 Ohms4500 WWater Heater Tank
240V AC30.0 A8.0 Ohms7200 WLevel 2 EV Charger
FAQ

Frequently Asked Questions

What is Ohm's Law? +
Ohm's Law states that current through a conductor between two points is directly proportional to voltage and inversely proportional to resistance: V = I × R.
How do I calculate Watts in Ohm's Law? +
Power is calculated using Watt's Law: P = V × I, P = I² × R, or P = V² / R.
Does Ohm's Law work on AC? +
Yes, directly for purely resistive circuits (PF = 1.0). For inductive/capacitive loads, impedance (Z) replaces resistance (R).

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