Resistance Calculator

Quick answer

Resistance is how strongly a component opposes electric current, found from Ohm's law by dividing voltage by current. Enter the voltage across a component and the current through it, and this calculator returns the resistance in ohms, along with the power it dissipates. A 12 volt supply pushing 2 amps means 6 ohms.

Updated 2026-09-06Reviewed by Prof. Dr. Khalil Mudassar, PhD
Try
Science and Electronics
The voltage across the component, in volts.
The current through the component, in amperes.

Resistance

--
Power dissipated--
Conductance--

Calculations run in your browser. Inputs are not sent to our servers; anything you Save stays in this browser only.

Saved results (0)

How to Use the Resistance Calculator

  1. Enter the voltage across the component in volts.
  2. Enter the current through it in amperes.
  3. Read the resistance, the power dissipated and the conductance, all updating as you type.

Each output describes the circuit:

ResultWhat it tells you
ResistanceHow strongly the component opposes current, in ohms.
Power dissipatedThe energy per second the component turns into heat, in watts.
ConductanceThe reciprocal of resistance, in siemens, showing how easily current flows.

What Is Electrical Resistance?

Electrical resistance is a measure of how much a component opposes the flow of electric current. It is measured in ohms, and a higher resistance means less current flows for a given voltage. Every wire, resistor and device has some resistance, which is why circuits are designed around it.

Resistance links the two other core quantities: voltage, the push that drives current, and current, the flow of charge. Ohm's law ties them together, so knowing any two lets you find the third, which is the foundation of nearly all circuit analysis.

How the Resistance Calculator Works

It applies Ohm's law, dividing the voltage by the current, and also works out the power from voltage times current.

Formula: R = V / I; power P = V x I; conductance G = 1 / R

Ohm's law states that R = V / I, where V is the voltage in volts and I the current in amperes. Power follows as P = V * I, and conductance is simply the reciprocal of resistance, G = 1 / R.

  1. Divide the voltage by the current for the resistance.
  2. Multiply voltage by current for the power.
  3. Take the reciprocal of resistance for the conductance.

The current cannot be zero, since dividing by zero would imply an infinite resistance.

Resistance Example

A 12 volt supply drives 2 amps through a component. The resistance is 12 / 2 = 6 ohms, and the power is 12 * 2 = 24 watts, so it turns 24 joules into heat each second.

A small signal part might see 5 volts and only 0.02 amps, giving 5 / 0.02 = 250 ohms and just 0.1 watts. The higher resistance and tiny current keep the power low, which is typical of electronics rather than power circuits.

A mains appliance at 230 volts drawing 10 amps has a resistance of 23 ohms and dissipates 2,300 watts, showing how the same law spans tiny and large scales.

Voltage, Current and Resistance Compared

These three quantities are the core of any circuit, and Ohm's law connects them.

QuantitySymbol and unitWhat it is
VoltageV, voltsThe push that drives current
CurrentI, amperesThe rate of charge flow
ResistanceR, ohmsThe opposition to current

A useful analogy is water in a pipe: voltage is the pressure, current is the flow, and resistance is how narrow the pipe is. Rearranging Ohm's law also gives voltage as current times resistance.

What Changes Resistance

The value you calculate reflects the component, but several physical factors set a conductor's resistance.

Material

Copper and silver conduct well and have low resistance, while nichrome and carbon resist more, which is why they are used in heaters and resistors.

Length and Thickness

A longer wire has more resistance, and a thicker one has less, in the same way a longer or narrower pipe restricts flow.

Temperature

For most metals, resistance rises as temperature increases, so a hot wire resists more than a cold one.

The Component Itself

Resistors are made to a fixed value, while other parts change their resistance with light, heat or voltage.

When to Use a Resistance Calculator

Learning Circuit Basics

See Ohm's law in action and build intuition for how voltage, current and resistance relate.

Designing Simple Circuits

Pick a resistor to set a target current, or check the power a component must handle.

Troubleshooting

Measure voltage and current and back out the resistance to spot a faulty or unexpected component.

Common Mistakes

1. Mixing Up the Units

Use volts and amperes. Milliamps must be converted to amps first, or the resistance is off by a factor of a thousand.

2. Dividing by Zero Current

Zero current implies infinite resistance, which is not a real value to compute.

3. Forgetting Power Ratings

A resistor must handle the power it dissipates; ignoring watts can burn out a component.

4. Assuming Resistance Is Constant

Many components change resistance with temperature or voltage, so Ohm's law is an idealisation.

5. Confusing Series and Parallel

This finds a single resistance. Combining resistors needs the series or parallel rules.

Accuracy and Limitations

The math is exact for Ohm's law, but that law is an idealisation of real components.

What it calculates accurately

  • Resistance from voltage and current
  • The power dissipated
  • The conductance

What it does not account for

  • Non-ohmic components like diodes
  • Alternating current, where impedance applies
  • Temperature effects on resistance
  • Series and parallel combinations

How We Calculate Resistance

Method
Ohm's law: R = V / I; power P = V x I; conductance G = 1 / R.
Inputs used
Voltage in volts and current in amperes.
Also shown
Power dissipated in watts and conductance in siemens.
Assumptions
A steady direct-current, ohmic component.
Rounding
Values shown to three significant places.
Edge cases
Zero current is rejected; a negative result flags a sign error.
Last reviewed
2026-09-06.

Frequently Asked Questions About Resistance

How do I calculate resistance?

Divide the voltage across a component by the current through it: R = V / I. For 12 volts and 2 amps, the resistance is 6 ohms. This calculator does it for you.

What is Ohm's law?

Ohm's law states that voltage equals current times resistance, or V = I x R. Rearranged, R = V / I, which is how resistance is found from voltage and current.

What is the unit of resistance?

The ohm, written with the Greek letter omega. One ohm is the resistance that lets one ampere flow under one volt.

How do I find power from voltage and current?

Multiply them: power in watts equals voltage times current. A 12 volt, 2 amp component dissipates 24 watts.

Why can current not be zero?

Because resistance is voltage divided by current, and dividing by zero is undefined. Zero current would imply infinite resistance.

What is conductance?

Conductance is the reciprocal of resistance, measured in siemens. It shows how easily current flows, so a high conductance means a low resistance.

Does this work for alternating current?

It applies to steady direct current. For alternating current you use impedance, which combines resistance with reactance from capacitors and inductors.

How do I combine resistors?

This calculator finds a single resistance. Resistors in series add up, while resistors in parallel combine through the reciprocal rule.

Is anything I enter stored?

No. The calculation runs in your browser, and nothing you enter is sent anywhere unless you Save a result, which stays on this device only.

Sources

Related Calculators

Looking for more science and math tools?

Explore all math calculators

This calculator is for general learning. It applies Ohm's law to steady direct-current circuits; real components, alternating current and temperature effects can differ. Always follow proper safety practice around electricity. Spotted an error? Let us know.

Creator

Hamza-Shakeel
Chief Technology Officer (CTO) at  ~ Web ~  More Posts

Hamza Shakeel is the Chief Technology Officer at MultiCalculators.com, responsible for the platform's technical architecture, calculator engine performance, and infrastructure reliability. He leads engineering efforts focused on site speed, mobile responsiveness, Core Web Vitals optimization, and security. Hamza ensures every calculation runs accurately and instantly across all devices, while maintaining the platform's stability and scalability as it grows. His work directly supports the seamless, trustworthy experience users expect from MultiCalculators.com.

Areas of Expertise: Web Engineering, Core Web Vitals, Site Performance, Calculator Logic, Cloud Infrastructure, Security