Read the bands on a resistor and get its value, its tolerance and the range the real part is allowed to fall in — for 4, 5 and 6-band codes.
Resistance
1 kΩ ±5%
Anywhere in this range
950 Ω – 1.05 kΩ
Temperature coefficient
only a sixth band carries one
resistance = digits × multiplier · range = resistance ± tolerance
The bands on a resistor are the part number. Two or three of them spell out the digits, the next one says how many zeros to hang on the end, and the one set slightly apart from the rest says how far the real part is allowed to stray from that figure. Read them with the tolerance band on the right — gold and silver almost always sit there, which is the easiest way to work out which end you are starting from.
resistance = digits × multiplier · range = resistance ± tolerance
Each digit colour also carries a multiplier one decade above the previous one, which is why black is 1 and white is a billion. Gold and silver break the pattern: they carry no digit at all and their multipliers are fractions, so a gold third band divides by ten instead of multiplying.
A number that disagrees with its source is a defect, not a rounding preference.
What did you enter, what did the tool show, and what did you expect instead? If you have a source that disagrees with ours, a link to it is the most useful thing you can send.
Opens your mail app with the page and tool already filled in.
Give any two of voltage, current, resistance and power, and this works out the other two — including the power the resistor has to dissipate, which is the figure that decides whether it survives.
Work out the series resistor an LED needs on a given supply, rounded up to a value you can actually buy, with the power it has to dissipate.