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6 band resistor calculator

Bands
Band 1
Band 2
Band 3
Multiplier
Tolerance
Temperature coefficient
Resistance 10 kΩ
Three digits, multiplier, tolerance, then ppm/°C
In ohms 10,000 Ω
In kilohms 10 kΩ
Tolerance 1 %
Lowest allowed 9,900 Ω
Highest allowed 10,100 Ω
Temperature coefficient 100 ppm/°C
Sixth band = ppm/°C drift
ColourDigitMultiplierTolerance
Black0×1
Brown1×10±1%
Red2×100±2%
Orange3×1k
Yellow4×10k
Green5×100k±0.5%
Blue6×1M±0.25%
Violet7×10M±0.1%
Grey8×100M±0.05%
White9×1G
Gold×0.1±5%
Silver×0.01±10%
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320 × 100

A six-band resistor is a five-band one with a temperature coefficient added. The sixth band gives drift in parts per million per degree Celsius — brown is 100 ppm, red 50, orange 15, blue 10. A 10 kΩ part at 50 ppm shifts 5 Ω over a 10 degree change.

How to read a 6 band resistor

1 Read the first five bands exactly as a five-band part.
2 The sixth band, often separated by a wider gap, is the temperature coefficient.
3 Multiply the coefficient by the value and the expected temperature swing to see the drift.
4 Compare that drift against the tolerance — often it is the larger error.

Temperature coefficient matters far more often than people expect, because in a precision circuit it can dwarf the initial tolerance. A 0.1% resistor with a 100 ppm coefficient drifts by 0.1% over a ten-degree change, doubling its error before anything else has happened. That is why reference dividers and current shunts specify low-ppm parts, and why matched pairs on the same substrate are used where the ratio matters more than the absolute value — both resistors then drift together and the ratio holds.

Questions

Temperature coefficient in ppm per degree Celsius. Brown is 100, red 50, orange 15, yellow 25, blue 10, violet 5.

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300 × 250
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