Newton-Meters to Foot-Pounds

Convert newton-meters to foot-pounds instantly, with a full reference table.

Newton-meters to Foot-pounds (torque) conversion table
Newton-meters (N·m)Foot-pounds (torque) (ft·lb)
10.74
21.48
32.21
42.95
53.69
64.43
75.16
85.9
96.64
107.38
118.11
128.85
139.59
1410.33
1511.06
1611.8
1712.54
1813.28
1914.01
2014.75
Formula: One newton-meter equals 0.737562 foot-pounds (torque). To convert N·m to ft·lb, multiply by 0.737562.

Free to use — premium coming soon

FREE
  • Instant conversion
  • Reference table
  • Reverse direction
PREMIUM
  • Remove ads
  • Custom table ranges
  • Bulk conversions

About the Newton-Meters to Foot-Pounds

This tool converts torque measured in newton-meters (Nm) into foot-pounds (ft-lb), the unit most commonly printed in workshop manuals and stamped on torque wrenches sold in the United States. A newton-meter is the rotational force produced when one newton pushes perpendicularly on a one-meter lever arm, while a foot-pound is the force of one pound on a one-foot arm. Because both describe the same physical quantity, converting between them is a fixed-ratio calculation rather than a guess. Enter any value, including decimals, and you get the equivalent foot-pound reading instantly, ready to dial into your tool.

Most people reach for this conversion when a fastener specification is given in metric but their torque wrench reads in imperial, or vice versa. Engine head bolts, wheel lug nuts, spark plugs, brake calipers, and bicycle stem clamps are typically published in newton-meters by European and Asian manufacturers, yet a lot of garages in North America own ft-lb wrenches. Getting the number right matters: over-torquing can strip threads or crack castings, while under-torquing can let a critical fastener work loose. Converting accurately lets you follow the factory spec exactly instead of approximating from memory.

The math behind the conversion is a single multiplication. One newton-meter equals about 0.737562 foot-pounds, so the formula is ft-lb = Nm × 0.737562. The same relationship written the other way means 1 ft-lb is roughly 1.355818 Nm, which is why dividing newton-meters by about 1.356 gives the same answer. This calculator uses the full-precision factor rather than a rounded shortcut, then rounds the displayed result sensibly, so a figure like 100 Nm shows as 73.76 ft-lb rather than a misleading whole number.

Everything is computed in your browser, so the values you type never leave your device and nothing is stored or sent to a server. That keeps the tool fast and private whether you are checking one spark-plug spec on your phone in the driveway or working through a full bolt-torque sequence at the bench. Keep in mind that foot-pounds (ft-lb) and pound-feet (lb-ft) are numerically identical for this purpose, even though some engineers reserve ft-lb for energy and lb-ft for torque, so the converted number is the same figure your wrench needs either way.

Frequently asked questions

What is the formula to convert newton-meters to foot-pounds?

Multiply the newton-meter value by 0.737562. So ft-lb = Nm × 0.737562. For example, 50 Nm × 0.737562 = 36.88 ft-lb.

How many foot-pounds is 100 Nm?

100 Nm equals about 73.76 ft-lb (100 × 0.737562). Rounding to a whole number, that is roughly 74 ft-lb on a torque wrench scale.

Is ft-lb the same as lb-ft for torque?

Numerically, yes, they are identical, so the converted value works for either label. Strictly speaking some engineers use lb-ft for torque and reserve ft-lb for energy, but for setting a torque wrench the number is the same.

How do I convert foot-pounds back to newton-meters?

Multiply foot-pounds by 1.355818, or simply divide your newton-meter result by 0.737562 to reverse it. For instance, 30 ft-lb × 1.355818 = 40.67 Nm.

Why does my torque wrench show foot-pounds but my manual lists Nm?

Many vehicle and equipment manufacturers publish specs in newton-meters, while many wrenches sold in the US are calibrated in foot-pounds. Convert the manual's Nm figure here, then set that ft-lb value on your wrench to match the factory spec exactly.

From our blog

How to Read and Write Roman Numerals Without Getting Them Wrong

By the Super Simple Digital Tools Team · Updated June 2026

Roman numerals look intimidating, but the entire system rests on seven letters and two ideas. The letters are I, V, X, L, C, D, and M, standing for 1, 5, 10, 50, 100, 500, and 1,000. The two ideas are addition and subtraction. Once you know which letters can sit next to each other and in what order, you can decode almost anything carved on a building, printed in movie credits, or stamped on a Super Bowl logo.

Start with addition, which covers most cases. Reading left to right, when a symbol is the same size or smaller than the one before it, you add. So VI is 5 + 1 = 6, XV is 10 + 5 = 15, and CLXII is 100 + 50 + 10 + 1 + 1 = 162. The trick is to scan for the big letters first; they anchor the value, and the smaller ones simply pile on after them. Most numbers under 4,000 are just a tidy run of letters from largest to smallest.

Subtraction handles the awkward jumps. Instead of writing four of a letter, Roman numerals put a smaller symbol in front of a larger one to mean 'one less than.' That gives IV for 4 and IX for 9, and at higher scales XL for 40, XC for 90, CD for 400, and CM for 900. These six pairs are the only legal subtractions. You will never correctly see IL for 49 or IC for 99; the proper forms are XLIX and XCIX, which is exactly the kind of error a good converter catches.

Two repetition rules keep numerals clean. A letter may appear at most three times in a row, which is why 3 is III but 4 switches to IV. And the half-step letters V, L, and D never repeat at all, because doubling them would just equal the next letter up. Putting it together, a year like 1994 becomes M + CM + XC + IV, or MCMXCIV: one thousand, nine hundred, ninety, and four, each written with the fewest legal symbols.

When you are converting a meaningful date for a tattoo, ring, or plaque, treat the conversion as a two-way check. Convert your number to numerals, then convert the result back to a number and confirm it matches. Watch for the common slips: writing IIII instead of IV, using an illegal subtractive pair, or running a year past the 3,999 ceiling of standard notation. A few seconds of verification is cheap insurance before something is made permanent.

  • Verify both directions: convert your number to numerals, then convert it back to confirm you get the original number before engraving or tattooing.
  • Build years in chunks: split into thousands, hundreds, tens, and ones (2024 = MM + XX + IV) so it is easy to spot a slip.
  • Memorize the only six subtractive pairs (IV, IX, XL, XC, CD, CM); anything like IC or IL is invalid.
  • Remember the 3,999 limit of standard notation, and treat clock-face IIII as a stylistic exception rather than the strict rule.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

Related tools