Skip to content
Ohm Bands

1.18 Ω resistor colour code

Five bands: Brown · Brown · Grey · Silver · Brown. The first three give the digits — a precision value needs all three — then the multiplier, then how far off the real part may be.

118×0.01±1%
Brown1Brown1Grey8Silver×0.01Brown±1%

Nominal

1.18 Ω

1.18 ohms

Real range at ±1%

1.1682 Ω – 1.1918 Ω

A brown band allows this much drift.

Series

E96

A 1% precision value. Five bands, not four.


Band by band

BandColourMeaning
1Brown1st digit — 1
2Brown2nd digit — 1
3Grey3rd digit — 8
4SilverMultiplier — ×0.01
5BrownTolerance — ±1%

How much it can take

Current and dissipation across the resistor, and the package you need. The suggested rating keeps a factor of two in hand, which is what anyone building a board actually does.

Across itCurrentDissipatedPackage to pick
3.3 V2.8 A9.23 Wno standard part — needs a power resistor or a heatsink
5 V4.24 A21.2 Wno standard part — needs a power resistor or a heatsink
12 V10.2 A122 Wno standard part — needs a power resistor or a heatsink
24 V20.3 A488 Wno standard part — needs a power resistor or a heatsink

What you can actually get

Parts made

16

818th most of 1,465 values

In stock

0

across 0 of them

Cheapest at 100

$0.0082

each

Tolerances sold

±0.1% to ±1%

Packages: 0805, 0402, 0603, 2512, 1206, 2010, 0612, 0201. Ratings: 50mW to 2W.

Assembly stock from the JLCPCB library, read 2026-09-24. That is what a board house will place for you — not everything a distributor sells.

The same value, marked differently

Surface mount

1R2· three-digit, nearest only

1R18· four-digit, precision parts

08A· EIA-96, for the smallest parts

Three digits carry two significant figures, so they cannot write 1.18 Ω — 1R2 means 1.2 Ω. A part at this value is marked 1R18.

If you only have E24

BrownRedGoldGold

1.2 Ω is the nearest four-band value — +1.7% off.

Values that can overlap this one

At ±1% the tolerance bands of neighbouring values run into each other. A part sold as one of these could measure the same as a 1.18 Ω — which is why measuring beats reading when it matters.

If you do not have one

Standard values that land within 1% of 1.18 Ω when combined.