Ohm's Law Calculator

Solve Ohm's law — enter any two of voltage, current and resistance to find the third, plus power. Free, instant, no signup.

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Formula: V = I × R • P = V × I
  • V = voltage (volts)
  • I = current (amps)
  • R = resistance (ohms)
  • P = power (watts)

How to use the Ohm's Law Calculator

  1. Enter your values. Fill in the fields with your numbers.
  2. Calculate. Press Calculate to run the ohm's law calculator.
  3. Use the result. Copy the result or try a related tool next.

Why use our Ohm's Law Calculator

Instant results. Enter your figures and the ohm's law calculator returns an answer in seconds.
Free & private. Runs in your browser — no signup, and nothing is sent to a server.
Accurate. Uses standard formulas so you can rely on the numbers.

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About the Ohm's Law Calculator

The Ohm's Law Calculator solves the relationship between voltage (V, in volts), current (I, in amps), resistance (R, in ohms) and power (P, in watts) in a DC resistive circuit. Ohm's Law itself states V = I x R, while Watt's Law adds P = V x I. Combining the two gives a set of twelve derived formulas, so once you supply any two of the four quantities the tool can solve for the remaining two. Enter two known values, leave the rest blank, and it computes the unknowns instantly without any algebra on your part.

Reach for this calculator whenever you are sizing or troubleshooting a simple electrical circuit. Common moments include choosing a current-limiting resistor for an LED, checking that a resistor's wattage rating won't be exceeded, working out the current a 12 V appliance will draw, or verifying a meter reading against expected values. Students use it to check physics and electronics homework; hobbyists use it on Arduino, 3D-printer and audio projects; and electricians use it for quick voltage-drop and load sanity checks. Because every result is mutually consistent, it doubles as a fast way to catch a mis-wired or mis-measured circuit.

Under the hood the tool picks the correct formula from your two inputs. If you give voltage and resistance it uses I = V / R; with current and resistance it uses V = I x R; with voltage and current it returns R = V / I and P = V x I. Power-based cases use the algebraic rearrangements, such as P = I squared x R, P = V squared / R, R = V squared / P and I = square root of (P / R). Keep your inputs in base units (volts, amps, ohms, watts) so milliamps become 0.05 A and kilo-ohms become 1000, and the outputs will be in the same base units.

Results are only as accurate as the assumptions behind Ohm's Law: it holds for linear, ohmic components like resistors and is intended for steady DC. For AC circuits with capacitors or inductors you must substitute impedance (Z) for resistance and use RMS values, and non-ohmic parts such as diodes and transistors won't follow a single straight-line ratio. Treat the wattage figure as a minimum and choose a component rated well above it. The calculation runs entirely in your browser using plain arithmetic, so the numbers you type are never uploaded or stored on a server.

Frequently asked questions

How many values do I need to enter?

Exactly two of the four quantities, voltage, current, resistance or power. From any valid pair the calculator derives the other two using Ohm's Law and Watt's Law.

What are the core formulas it uses?

The two roots are V = I x R (Ohm's Law) and P = V x I (Watt's Law). Everything else, such as I = V / R, R = V / I, P = I squared x R and R = V squared / P, is derived from those two.

Does Ohm's Law work for AC circuits?

Only with adjustments. For AC you replace resistance with impedance (Z), which accounts for capacitors and inductors, and use RMS voltage and current. This calculator assumes a simple DC resistive circuit.

How do I calculate the resistor wattage I need?

The power result (in watts) is the heat the resistor must dissipate. Pick a resistor rated comfortably above that figure, commonly at least double, so it doesn't overheat or fail.

Why are my numbers off by a factor of 1000?

Almost always a unit mismatch. Convert before entering: milliamps to amps (divide by 1000), kilo-ohms to ohms (multiply by 1000), and milliwatts to watts. The tool treats all inputs as base units.

From our blog

How to Calculate Cash Back and Actually Maximize Your Rewards

By the Super Simple Digital Tools Team · Updated June 2026

Cash back rewards sound straightforward, but the headline rate on a card rarely tells the whole story. A card advertised as "up to 5%" might pay that rate on a single category, cap it at a quarterly spending limit, and pay just 1% on everything else. The first step to using rewards well is translating those percentages into dollars, and that is exactly what a cash back calculation does: it strips away the marketing and shows you the actual money returned for a given amount of spending.

The core formula never changes. Take the amount you spent, convert the cash back rate to a decimal by dividing it by 100, and multiply. A 1.5% rate becomes 0.015, a 3% rate becomes 0.03, and a 5% rate becomes 0.05. So $1,000 spent on a 2% card returns $20, while the same $1,000 on a 3% card returns $30. The gap looks small per transaction, but across a year of normal spending it adds up, which is why comparing rates before you commit to a card is worth a few minutes.

Things get more interesting with tiered and rotating-category cards. A common structure gives 5% on a bonus category that changes each quarter, up to $1,500 in purchases, and 1% afterward. Spend the full $1,500 in the bonus category and you earn $75 that quarter, or up to $300 a year if you max it every period. To model this accurately, treat the calculation in two parts: the bonus rate on spending up to the cap, and the base rate on everything beyond it. Lumping it all under the headline rate will overstate your earnings.

Flat-rate cards trade peak earning for simplicity. A card that pays a steady 2% on everything beats a 5% rotating card for anyone who does not track categories or who spends evenly across many types of purchases. The way to settle the question is to run your real numbers: estimate annual spending in each category, calculate the rewards each card would produce, and subtract any annual fee. The card with the higher net figure wins, and a calculator makes that comparison quick instead of guesswork.

Finally, remember that rewards are only profit if you avoid the costs that erase them. Carrying a balance means interest charges that typically dwarf any cash back earned, so the rewards math only holds when you pay in full each month. It is also worth confirming how your card pays out: a statement credit reduces your bill, while a deposit or gift card puts value elsewhere. Knowing the dollar figure ahead of time helps you decide whether chasing a bonus category is genuinely worth changing how you spend.

  • Convert the rate to a decimal before multiplying: 1.5% is 0.015, not 0.15. Misplacing the decimal is the single most common cash back math error.
  • For rotating-category cards, calculate the 5% bonus only up to the quarterly cap (often $1,500 in spending), then apply 1% to the rest.
  • When comparing two cards, calculate rewards on your real annual spending and subtract any annual fee to find which one actually nets you more.
  • After a reward posts, divide it by the amount spent and multiply by 100 to confirm the card paid the rate it promised.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

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