Everyday Utilities

One Rep Max Calculator

Enter the weight and reps from a heavy set to see seven published one-rep-max formulas side by side and a table of training percentages.

Your numbers

Whole reps to failure or near failure. Estimates are best at 10 reps or fewer.

Your unit choice is remembered in this browser only.

Result

Estimated one-rep max (average of 7 formulas)

213.7 lb

Range 208.1 to 220.2 lb

Epley
215.8 lb
Brzycki
208.1 lb
Lowest of the 7
208.1 lb
Highest of the 7
220.2 lb

Seven formulas side by side

FormulaEstimated 1RMNearest 5 lb
Epley215.8 lb215 lb
Brzycki208.1 lb210 lb
Landers210.4 lb210 lb
Lombardi217.3 lb215 lb
Mayhew220.2 lb220 lb
O'Conner208.1 lb210 lb
Wathen215.7 lb215 lb

Percent of the average estimate

PercentWeightNearest 5 lbApprox. reps
100%213.7 lb215 lb1
95%203.0 lb205 lb2
90%192.3 lb190 lb3
85%181.6 lb180 lb5
80%170.9 lb170 lb8
75%160.2 lb160 lb10
70%149.6 lb150 lb13
65%138.9 lb140 lb16
60%128.2 lb130 lb20
55%117.5 lb120 lb25
50%106.8 lb105 lb30
How this was calculated
  1. Weight lifted 185.00 lb for 5 reps.
  2. Epley: 185.00 x (1 + 5 / 30) = 215.83. Brzycki: 185.00 x 36 / (37 - 5) = 208.13.
  3. The headline is the plain average of all seven estimates: 213.66 lb, shown to 1 decimal.
  4. Approx. reps come from the Epley relationship reps = 30 x (1RM / weight - 1), rounded to a whole number. They show how the formula links load and reps and are not a prediction for any one lifter.
  • These are estimates for general information. They are not medical advice or a coaching plan. A true one-rep max attempt carries injury risk, so use a spotter, warm up well, and ask a qualified coach if you are unsure.

Next step

How to use the one rep max calculator

  1. Enter the weight you lifted and choose pounds or kilograms.
  2. Enter the number of whole reps you completed in a hard set. Estimates work best at 10 reps or fewer.
  3. Read the seven formula estimates side by side and the headline average.
  4. Use the percent table to see working weights at 50 to 100 percent of the estimate, rounded to loadable plate increments.

Formula

Epley: 1RM = w x (1 + r / 30)

Brzycki: 1RM = w x 36 / (37 - r)

Landers: 1RM = w / (1.013 - 0.0267123 x r)

Lombardi: 1RM = w x r^0.10

Mayhew: 1RM = w / (0.522 + 0.419 x e^(-0.055 r))

O'Conner: 1RM = w x (1 + 0.025 x r)

Wathen: 1RM = w / (0.488 + 0.538 x e^(-0.075 r))

In each formula w is the weight lifted and r is the number of reps. With one rep, the weight lifted is the one-rep max by definition. The seven estimates are averaged with equal weight for the headline value.

Worked example

Suppose you lift 100 lb for 5 reps. Epley gives 100 x (1 + 5/30) = 116.7, Brzycki gives 100 x 36/32 = 112.5, Landers gives 113.7, Lombardi 117.5, Mayhew 119.0, O'Conner 112.5 and Wathen 116.6.

The average of the seven is 115.5 lb, and the spread from lowest to highest is 112.5 to 119.0 lb.

At 90 percent of that average, a working weight is 103.9 lb, which rounds to 105 lb on a bar loaded in 5 lb steps.

Why seven formulas

Researchers have fitted many equations that predict a one-rep max from a submaximal set, and they were built on different lifters, exercises and rep ranges. Showing them together makes the uncertainty visible. When the formulas agree closely, you can be more comfortable with the number. When they spread widely, as they do above 10 reps, treat the estimate as a rough guide.

Getting a better estimate

Estimates are only as good as the set behind them.

  • Use a set taken close to failure with strict form, not a set where you stopped with many reps in reserve.
  • Use 2 to 6 reps when you can. Very high rep sets reflect endurance as much as strength.
  • Use the same exercise and equipment you plan to test. A machine press and a barbell press are different tests.
  • Treat the result as a planning number for training percentages, not a promise of what you can lift on a given day.

Safety

Testing a true one-rep max carries injury risk. Warm up, use safety pins or a spotter, and consider working from estimates instead. If you are new to lifting or have a medical condition, ask a qualified coach or health professional. For training pace and distance rather than weights, see the pace calculator.

Assumptions and limits

  • Each formula is applied exactly as published. None is guaranteed to fit your body, lift or technique.
  • The percent table uses the average estimate. The approximate reps column comes from the Epley relationship and is a model, not a prediction.
  • Loadable weights assume 5 lb steps for pounds and 2.5 kg steps for kilograms. Your gym may use different plates.
  • Reps must be whole numbers from 1 to 20, and accuracy falls off sharply above about 10.
  • Information only. This is not coaching, medical advice or a guarantee of safety for any lift.

Formulas reviewed October 10, 2026. See the calculation methodology for how SumPanda rounds, tests and sources its formulas.

Frequently asked questions

Which one rep max formula is most accurate?

No formula wins for everyone. Epley and Brzycki are the most commonly used, and the others give similar values at low rep counts. That is why this page shows all seven and an average instead of picking one.

Why do the formulas disagree at high reps?

They were fitted to different data and they extrapolate differently. For example, the Brzycki formula divides by 37 minus the reps, so it rises steeply as reps climb, while Lombardi and O'Conner rise more slowly.

What does a percent of my 1RM mean for training?

Programs often prescribe sets at a percentage of the one-rep max, such as 80 percent for sets of a few reps. The percent table turns your estimate into those working weights so you do not have to do the arithmetic.

Can I enter one rep?

Yes. With one rep the weight you lifted is the one-rep max, so every formula returns it unchanged, and the page says so.

How accurate is a calculated one rep max compared with a real test?

It is an estimate and can be off by several percent, either way. A real maximal attempt is more direct, but it also carries more risk, so many lifters rely on estimates from near-maximal sets.

Sources