How Ohm's law works
Ohm's law connects voltage, current, and resistance in simple resistive circuits.
Solve voltage, current, resistance, and power using Ohm's Law.
Choose a value to solve for, then enter the two known values needed for that calculation.
Solved value
0.12 A
Solving for current using I = V ÷ R.
Formula used
I = V ÷ R
Known values used
Voltage and resistance
Voltage
12 V
Current
0.12 A
Resistance
100 Ω
Power
1.44 W
Unit conversions
All calculations use volts, amps, ohms, and watts internally.
Circuit note
No component note added.
Copy the solved value, all derived values, formula, and component note.
Ohm's law calculations use ideal mathematical relationships.
Inputs are converted to volts, amps, ohms, and watts before calculating.
Power dissipation can create heat, so check component ratings and margins.
High-voltage, mains, automotive, and battery systems can be dangerous.
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Circuit check
Power dissipation may create heat. Choose components with an appropriate power rating and safety margin.
Power planning
For a resistor, choose a power rating above 1.44 W with suitable margin.
Component guidance
Follow datasheets, component ratings, and qualified guidance for high-voltage or mains work.
Voltage in volts
12 V
Current in amps
0.12 A
Resistance in ohms
100 Ω
Power in watts
1.44 W
Formula used
I = V ÷ R
Known inputs
Voltage and resistance
Solved output
0.12 A
Component note
Not specified
V = I × R
Find voltage
Use current in amps and resistance in ohms
I = V ÷ R
Find current
Prevent divide-by-zero by using a resistance above zero
R = V ÷ I
Find resistance
Current must be above zero
P = V × I
Find power
Power in watts from volts and amps
P = I² × R
Power from current and resistance
Useful for resistor heating checks
P = V² ÷ R
Power from voltage and resistance
Resistance must be above zero
Small LED current
5 to 20 mA
Depends on LED type and brightness target
USB voltage
5 V
Common USB supply voltage
Microcontroller voltage
3.3 V or 5 V
Check board and component datasheets
Common battery voltages
1.5 V, 3.7 V, 9 V, 12 V
Voltage depends on chemistry and charge state
Resistor power ratings
0.125 W, 0.25 W, 0.5 W, 1 W
Choose a rating above calculated dissipation
1000 mV
1 V
Millivolts to volts
1000 mA
1 A
Milliamps to amps
1000 Ω
1 kΩ
Ohms to kiloohms
1000 kΩ
1 MΩ
Kiloohms to megaohms
1000 mW
1 W
Milliwatts to watts
Calculated resistance
Use the formula result as the target value
Use the formula result as the target value
Nearest standard value
Choose a nearby standard resistor value when exact value is unavailable
Choose a nearby standard resistor value when exact value is unavailable
Tolerance
Real resistors can vary by their tolerance rating
Real resistors can vary by their tolerance rating
Power rating
Select a resistor rated above the calculated wattage
Select a resistor rated above the calculated wattage
Heat margin
Extra margin helps reduce heat stress and improve reliability
Extra margin helps reduce heat stress and improve reliability
These notes explain circuit calculation concepts without repeating the calculator result.
Ohm's law connects voltage, current, and resistance in simple resistive circuits.
Voltage pushes charge, current is the flow of charge, and resistance limits that flow.
Power describes how quickly electrical energy is used or dissipated, often as heat in resistors.
A calculated resistance is a target. Real projects often use the nearest standard resistor value.
A resistor or component can overheat if it dissipates more power than it is rated to handle.
Common issues include mixing milliamps with amps, kiloohms with ohms, and ignoring power dissipation.
Reactive AC circuits, semiconductors, motors, LEDs, and changing loads may need more than simple resistance math.
Use proper equipment, component ratings, datasheets, and qualified guidance for high-voltage or mains work.
For a 12 V circuit with 100 Ω resistance, I = 12 ÷ 100 = 0.12 A. Power is P = 12 × 0.12 = 1.44 W.
The calculator assumes ideal values and simple resistive circuit behavior.
Real components have tolerance, temperature effects, maximum voltage, maximum current, and power limits.
Ohm's law describes the relationship between voltage, current, and resistance in a simple resistive circuit.
Use I = V ÷ R. For example, 12 volts across 100 ohms gives 0.12 amps.
Subtract the LED forward voltage from the supply voltage, then divide by the desired LED current. Also check resistor power rating.
Power dissipation creates heat. Components should be rated above the calculated wattage with a suitable safety margin.
Yes. Power can be calculated with P = V × I, P = I² × R, or P = V² ÷ R when the needed values are known.
Low resistance can allow high current, which may overload components, wires, batteries, or power supplies.
The math is exact for ideal values, but real components have tolerance, heat effects, voltage limits, and current limits.
It can apply to simple resistive AC loads, but reactive components need impedance and AC analysis.
Use it only for learning and basic estimates. Household wiring and mains work should follow local codes and qualified guidance.
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