Fitness and Health Calculators

One Rep Max Calculator

Estimate one-rep max from the weight and reps you completed, with common strength-formula comparisons and backoff loads.

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115.54 kg

Estimated 1RM

116.67

Epley

112.5

Brzycki

117.46

Lombardi

Rep targetSuggested load
3 reps107.45 kg
5 reps100.52 kg
8 reps92.43 kg
10 reps86.66 kg

Strength Training

One-rep max formulas, estimated training loads, and how to use 1RM well

A one-rep max calculator estimates the maximum load you could lift for a single repetition based on a recent set of reps with a lighter weight. A practical one rep max calculator is useful because direct 1RM testing can be fatiguing, technical, and sometimes unnecessary when a sound estimate from submaximal lifting is enough for programming training loads.

What a 1RM estimate is really doing

One-repetition maximum, or 1RM, is the heaviest load a person can lift once with acceptable technique. Because testing a true max can be demanding, many strength programs estimate 1RM from a set performed for several repetitions. A one rep max calculator for bench, squat, or deadlift uses that submaximal set to predict what a single-rep effort might be under similar conditions.

This calculator averages several common prediction equations rather than relying on only one. That helps smooth out the bias of any single formula, since different equations tend to diverge slightly as rep counts rise. In practice, a quick one rep max calculator is usually most useful for planning training loads, not for declaring an exact competition max.

Core one-rep max formulas

The calculator uses three classic prediction models. Epley and Brzycki are among the most commonly cited repetition-based formulas, while Lombardi applies a different mathematical curve that changes a little less aggressively as repetitions increase.

Epley: 1RM = weight × (1 + reps / 30)

The Epley equation scales the lifted weight upward in a straight proportion based on the number of completed repetitions.

Brzycki: 1RM = weight × (36 / (37 − reps))

The Brzycki equation is another common prediction model and tends to stay most stable in lower repetition ranges.

Lombardi: 1RM = weight × reps^0.10

The Lombardi equation uses an exponential relationship between repetitions and load instead of a linear one.

Why lower-rep estimates are usually better

Estimated 1RM formulas work best when the set being entered is reasonably close to maximal effort and not too high in repetitions. As the rep count climbs, fatigue, pacing, exercise selection, and muscular endurance begin to influence the result more strongly, which can make any one-repetition estimate less precise. That is why many coaches prefer using sets in the lower to moderate repetition range for a one rep max estimator.

The estimate is also exercise-specific. A calculated one rep max for a bench press is not interchangeable with a one rep max for a squat or deadlift, and even the same lift can vary based on technique, range of motion, pause standards, and equipment. A free one rep max calculator is most useful when it is applied consistently to the same lift over time.

  • Prediction equations are usually more reliable from lower-rep sets than from very high-rep sets.
  • Different lifts may fit different formulas better.
  • A training estimate is not the same thing as a competition-standard max.
  • Technique breakdown or incomplete range of motion can make the estimate misleading.

Using the result for training loads

The most practical use of a one rep max calculator online is load selection. Once you have an estimated max, you can prescribe lighter weights as percentages of that number for triples, sets of five, sets of eight, and other common training targets. This calculator includes suggested backoff loads to make that process quick.

Use the estimate as a working anchor, then adjust for how the set actually feels. If fatigue is high or the lift quality is off, rounding down is often smarter than forcing the exact predicted load. A good strength calculator helps with planning, but judgement and technique still matter more than any formula.

Further reading

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