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Calcrivo

Resistor Calculator

Decode resistor colour bands (4, 5 or 6 band) and compute series/parallel networks.

Inputs

Resistance

1,000.0000Ω

Tolerance

±5%

Value Range

1.000 kΩ – 1.000 kΩ

Temperature Coefficient

n/a

Band Sequence

brown black | red | gold

Step by step

  1. Digit bands

    = brown(1) black(0) = 10

  2. Multiplier

    = red → × 100

  3. Resistance

    = 1.000 kΩ

  4. Tolerance

    = ±5% → 1.000 kΩ to 1.000 kΩ

How it works

Resistor colour codes follow IEC 60062. Each colour band encodes a digit (0–9), a multiplier power of ten, a tolerance percentage, and (for 6-band precision resistors) a temperature coefficient. Reading the bands from the end closest to the lead, the first 2 (or 3) bands form the mantissa, the next band gives the multiplier, the tolerance band defines the accuracy class, and the optional 6th band specifies temperature stability in ppm/°C.

Formulas

4-band value

R = (10 × band1 + band2) × multiplier

5/6-band value

R = (100 × band1 + 10 × band2 + band3) × multiplier

Series

Series R = R1 + R2 + ... + Rn

Parallel

1/Rparallel = 1/R1 + 1/R2 + ...

Frequently Asked Questions

How do I tell which end of a resistor to read from?

Start from the band closest to a lead. The tolerance band (gold or silver for 4-band) is always at the opposite end. If in doubt, read both ways and look up both values — only one will be a standard E-series value.

Why do parallel resistors always give a smaller total?

Adding parallel paths gives current more ways to flow, reducing the total opposition. The result is always less than the smallest individual resistor.

What does 6-band mean?

6-band resistors add a temperature coefficient band, specifying how much the resistance drifts per degree Celsius. Used in precision circuits where thermal stability matters.

What are standard E-series resistor values?

The E12, E24, E48, E96 and E192 series define preferred values based on logarithmic spacing. For example, E12 values are: 1.0, 1.2, 1.5, 1.8, 2.2, 2.7, 3.3, 3.9, 4.7, 5.6, 6.8, 8.2 (and their decade multiples).

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