Resistor Color Code Calculator

Decode a 4-band or 5-band resistor from its colour bands into resistance, tolerance and the min/max value range. Free, instant, no signup.

Formula: R = significant digits × multiplier (± tolerance)

How to use the Resistor Color Code Calculator

  1. Enter your values. Fill in the fields with your numbers.
  2. Calculate. Press Calculate to run the resistor color code calculator.
  3. Use the result. Copy the result or try a related tool next.

Why use our Resistor Color Code Calculator

Instant results. Enter your figures and the resistor color code 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 Resistor Color Code Calculator

The Resistor Color Code Calculator decodes the painted bands on a through-hole resistor into a resistance value in ohms, plus its tolerance and, on six-band parts, its temperature coefficient. Instead of memorising the standard color chart, you select the color of each band in order and the tool reads them the way a technician would: the colored stripes are a compact way to print specifications onto a component far too small for legible text. It handles the common 4-band format as well as 3-band, 5-band and 6-band resistors, returning the nominal value along with the minimum and maximum resistance the part is allowed to have.

Reach for this tool whenever you are stuck with a loose resistor and no datasheet, building a circuit from a kit, repairing a board, or checking that the part you grabbed from a drawer is the one your schematic calls for. The color system itself is standardised under IEC 60062, and the digit values are fixed: black 0, brown 1, red 2, orange 3, yellow 4, green 5, blue 6, violet 7, grey 8, white 9. Select the band count, click each color from left to right, and the calculator does the lookup and the maths for you, which is far quicker and less error-prone than counting stripes by eye.

The calculation follows the band positions exactly. On a 4-band resistor the first two bands are significant digits, the third is a power-of-ten multiplier, and the fourth is tolerance, so brown-black-red-gold becomes 10 x 100 = 1,000 ohms (1 kohm) at plus or minus 5%. A 5-band part adds a third significant digit before the multiplier for finer values like 4.7 kohm at 1% (yellow-violet-black-brown-brown), and a 6-band part appends a temperature-coefficient band. Gold and silver in the multiplier position mean x0.1 and x0.01, which is how sub-ohm values are coded.

Accuracy depends entirely on identifying the colors correctly, and that is the one genuinely tricky part: red and orange, or blue and green, can look alike under poor lighting or on aged, heat-darkened components. The tolerance band tells you how far the real part may legally drift from its nominal value, so the calculator also shows that range; for anything critical, confirm with a multimeter. This calculator runs entirely in your browser. The band colors you pick are processed on your own device to produce the result and are never uploaded, logged, or tied to an account.

Frequently asked questions

How do I know which end of the resistor to start reading from?

Read so the tolerance band ends up on the right. A gold or silver band is always the tolerance band and is never a digit, so put it on the right and read the others left to right. If there is no metallic band, the wider gap usually sits before the last band, or start from the band closest to a lead.

What is the difference between a 4-band and a 5-band resistor?

A 4-band resistor uses two significant digits, a multiplier, and a tolerance band. A 5-band resistor adds a third significant digit before the multiplier, allowing more precise values, which is why 1% and tighter resistors are usually 5-band.

What do gold and silver bands mean?

It depends on position. As the tolerance band, gold means plus or minus 5% and silver means plus or minus 10%. As the multiplier band, gold means multiply by 0.1 and silver means multiply by 0.01, which is how resistors below 10 ohms are coded.

What does the tolerance band actually tell me?

It states how far the resistor's true resistance may differ from its printed value. A 1 kohm resistor at 5% tolerance can measure anywhere from 950 to 1,050 ohms and still be in spec, so the calculator shows that minimum-to-maximum range.

Why don't my measured ohms exactly match the calculated value?

A resistor is only guaranteed to fall within its tolerance band, so small differences are normal and expected. Larger gaps usually mean a misread color, often red versus orange or blue versus green, so double-check the bands or confirm with a multimeter.

From our blog

How to Measure the Exact Age Gap Between Two People (Down to the Day)

By the Super Simple Digital Tools Team · Updated June 2026

Most people calculate an age gap the quick way: take two birth years, subtract, and call it done. That works for casual conversation, but it quietly throws away up to two years of precision. Someone born in December and someone born the following January are in different birth years yet only weeks apart, while two people born in the same year can be almost twelve months apart. If the difference actually matters, you need to compare full dates of birth, not just the years.

The exact calculation works the way you would do long subtraction by hand, but with calendar awareness. You line up the two dates, subtract the earlier from the later, and when the day of the later date is smaller than the day of the earlier one, you borrow a month and convert it into the right number of days for that specific month. Repeat the same borrowing logic for the months and years, and you end up with a clean breakdown: so many years, so many months, and so many days. Because order is removed with an absolute value, swapping who comes first never flips the answer negative.

Leap years are where hand calculations tend to break. A naive approach assumes every month is 30 days or every year is 365, but real calendars have 28-, 29-, 30-, and 31-day months and an extra day every fourth February. A good age difference tool bakes those rules in, which is why its day count can differ by one or two days from a back-of-the-envelope estimate that ignored February 29th. For everyday curiosity the difference is trivial, but for genealogy, records, or anything official, that precision is the whole point.

Reading the result is straightforward once you know what each part means. The years figure is the number of full years between the two people; the months and days describe the leftover span that has not yet completed another full year. A gap of '6 years, 3 months, 12 days' means the younger person will not match the older person's current completed-year count for another nine months or so. If you only need a single number, the years figure is your headline; if you are settling a who-is-older bet, the months and days are the tiebreaker.

Finally, keep the math and the meaning separate. The calculator answers a factual question with certainty, but it cannot tell you whether a gap is 'a lot' or 'a little' in any social, legal, or relationship sense, because that depends on context the numbers do not contain. Use the tool to get the precise figure, then apply your own judgement to what it means. That separation is also why entering sensitive birth dates here is low risk: the computation is local, the dates are not stored, and you walk away with just a number.

  • Always enter full dates of birth rather than just years when precision matters; year-only subtraction can be off by nearly two years.
  • Check that day and month are in the order your input expects before reading the result, since mixing DD/MM and MM/DD silently changes the gap.
  • Use the years-months-days breakdown, not just the years figure, when you need to know who is technically older to the day.
  • Remember the tool reports the gap only; rules of thumb like 'half your age plus seven' are cultural opinions, not part of the calculation.

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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