Free tool

One-Rep-Max Calculator

Enter a weight you lifted and the number of clean reps you completed to estimate your one-rep max (1RM) — the most you could lift for a single rep — using three published strength-science formulas.

Estimates only. A 1RM estimate is most accurate from sets of 2–10 reps. It is not a substitute for a supervised max attempt, and you should never test a true 1RM without proper warm-up, technique, and a spotter.

How it works

A one-rep max (1RM) is the heaviest weight you can lift for a single repetition. Because testing a true 1RM is fatiguing and carries injury risk, strength coaches usually estimate it from a lighter set taken close to failure. This calculator averages three published formulas:

  • Epley: 1RM = weight × (1 + reps / 30)
  • Brzycki: 1RM = weight × 36 / (37 − reps)
  • Lombardi: 1RM = weight × reps0.10

The three agree closely at low reps and diverge as reps climb — which is why the estimate is most reliable from sets of about 2–10 reps. Above ~10 reps, individual endurance differences make any 1RM estimate much rougher.

Using the percentage table

Once you have an estimated 1RM, the %1RM → reps table gives a standard guideline for how much to load for a given rep target — for example, ~80% of 1RM for sets of 8. These are widely-published training guidelines (NSCA), not rules: your own rep capacity at a given percentage varies with the exercise, your training history, and the day.

Putting the number to work

Use the estimate to program load — not to chase a max every session.

  • Estimate from a set of 3–8 clean reps for the most reliable number; very high-rep sets give rough estimates only.
  • Program most working sets at 70–85% of your estimated 1RM, and re-estimate every few weeks as you get stronger. When to advance
  • Match the load to your goal — strength leans heavier and lower-rep, hypertrophy moderate, endurance lighter. Strength vs hypertrophy

An estimate, not a prescription. Never attempt a true 1RM without warm-up, sound technique, and a spotter. General information only — not medical or personal-training advice.

Source: Epley (1985), Brzycki (1993), and Lombardi (1989) 1RM prediction equations; %1RM training guidelines from Baechle & Earle, Essentials of Strength Training and Conditioning (NSCA). Estimates only.