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One-repetition maximum estimate information

Published equations, worked arithmetic and study population limits; no active estimator.

Written by Ash K
Updated October 5, 2026Editorial process
Published coefficients and limits

The calculator and training chart remain unavailable. The article explains source-checked equation coefficients and their population limits; it does not provide a load or exercise recommendation.

One-repetition maximum, or 1RM, refers to the maximum load completed for one repetition under a particular lift's testing conditions. A predicted maximum and an observed successful lift are different records. Research compares predictions with measured performance; matching an equation does not establish what you can lift. NSCA journal study

Current page status: The calculator and training chart remain unavailable. This guide explains published equations and their limitations; it does not assign a load, assess your technique or prescribe a maximal test. The original automatic average was not itself a verified assessment method.

How to Calculate One Rep Max

A weight-and-repetitions equation produces an estimate, not a directly measured maximum. The following coefficients are transcribed from Table 2 of Whisenant and colleagues' 2003 NSCA journal paper. Let w represent the lifted load and r the repetition count. Keep the load unit consistent throughout the calculation.

Formula label in the paperPublished expressionInterpretation
Epleyw × (1 + 0.033 × r)Uses the paper's decimal coefficient
Brzyckiw ÷ (1.0278 − 0.0278 × r)Uses the paper's decimal denominator
Lombardiw × r^0.1Raises repetitions to a power
O'Connerw × (1 + 0.025 × r)Uses another linear coefficient

Exact formula table, page 224

Worked arithmetic, not a training recommendation: With w = 185 lb and r = 6, the displayed Epley expression gives 185 × (1 + 0.198) = 221.63 lb. The earlier expression using r/30 gives 222 lb for the same entries. Those coefficients are close, but not identical; rounding one example cannot establish that two implementations match their sources.

For the displayed Brzycki expression, the same entries give a denominator of 1.0278 − 0.1668 = 0.861, then 185 ÷ 0.861 ≈ 214.87 lb. These examples show the arithmetic of different models. They do not prove which result matches the individual lifter.

Using Your 1RM for Training

A training percentage is multiplication by a chosen fraction. It does not establish a safe load, a guaranteed repetition count or a specific adaptation. For example, if someone chooses an assumed maximum of 220 lb, the following calculations follow from that assumption alone:

Assumed fractionCalculationDerived load
90%220 × 0.90198 lb
80%220 × 0.80176 lb
70%220 × 0.70154 lb
60%220 × 0.60132 lb

These are arithmetic illustrations, not a workout table. Available equipment increments may not match a calculated number. Writing a percentage beside a load also does not specify exercise selection, technique, supervision, repetitions, rest periods or personal suitability.

To keep a useful record, distinguish what happened from what a model inferred. A log might contain the date, exercise, equipment, load unit, completed repetitions and any assistance. Keep the actual set entry alongside the equation name and coefficients if you make an estimate separately. A change of equation can change the estimate even when the recorded performance is identical.

Our macro calculator and protein intake calculator discuss separate nutrition references and model assumptions. A strength estimate cannot convert those references into a personal nutrition prescription.

Frequently Asked Questions

How do I calculate my one rep max?

A measured maximum requires an actual performance assessment; a repetition equation predicts a value. For an arithmetic example using the published Epley coefficient above, 200 lb and five repetitions give 200 × (1 + 0.033 × 5) = 233 lb. This page does not administer that assessment or recommend attempting the predicted load. Formula source

Is the 1RM calculator accurate?

No universal individual error bound is established here. The cited study involved 69 male collegiate football players aged 18–24, using a 225-lb bench-press repetition test. Its abstract reports that prediction validity depended on repetition count. Those conditions do not validate every lift, population or input. The earlier blanket ±5% accuracy claim has therefore been removed. Study population and findings

How often should I test my 1RM?

This guide does not establish a universal retest interval. A qualified strength professional can help decide whether a test is appropriate and how it should be conducted. For a personal log, record the actual set conditions consistently; a modeled increase by itself is not evidence of a particular amount of physiological improvement.

Sources

  1. Whisenant MJ, Panton LB, East WB, Broeder CE. NSCA journal study: abstract and bibliographic record. Published 2003; bench-press study, not a universal safety guideline.
  2. Same primary paper, readable full text: Table 2, page 224. This copy is hosted outside the journal; the paper's authors, journal and title match the PubMed record. Formula coefficients were checked in the table, not inferred from another calculator.

How this page was researched

Written and maintained by Ash K, who is not a licensed medical professional. Read the method, source links and limitations on this page. A cited instrument or formula does not mean this website has independent clinical validation.

This is health information, not medical advice. It does not replace your doctor. Read our editorial process · Medical disclaimer

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Medical Disclaimer

This tool is for informational and educational purposes only. It is not a substitute for professional medical advice, diagnosis, or treatment. Always consult your healthcare provider with questions about your health.