One-Rep Max (1RM) Calculator
Your estimated 1RM from a submaximal set, with training loads by percentage and rep max.
Enter the weight and reps of a recent set.
The seven equations
| Equation | Estimated 1RM | vs average | Formula |
|---|
Loads by % of 1RM
| % of 1RM | Load | Exact | ≈ Reps |
|---|
Rep-max table
The most you could lift for each number of reps to failure.
| Reps | Load | Exact |
|---|
For general information only, not medical advice. Consult a qualified health professional for advice about your situation.
About the One-Rep Max (1RM) Calculator
Testing a true one-rep max (1RM) means attempting the heaviest single lift you can manage — slow, tiring and riskier than an ordinary set. Prediction equations estimate it from a submaximal set instead: enter the weight and the reps you did (1–12) and this calculator runs the seven equations compared by LeSuer and colleagues — Epley, Brzycki, Lombardi, Mayhew, O’Conner, Wathen and Lander — and shows each result and their average.
If you stopped short of failure, say how many more reps you had left (reps in reserve, or the matching RPE) and the set is counted as reps to failure. You also get a %1RM training table and a rep-max table rounded to the plates you have, in kg or lb. Everything is calculated in your browser.
How to use it
- Choose kg or lb and enter the weight of a recent hard set and the reps you completed with good form (1–12).
- Say how close to failure it was: to failure (RPE 10), or 1, 2 or 3 more reps possible (RPE 9, 8, 7), including half steps.
- Read the estimated 1RM — the average of the seven equations — and the spread between them.
- Pick a rounding step to match your plates, then use the %1RM table (50–100%) or the rep-max table (1–12 reps) to choose training loads. Copy the result, download it as a CSV, or print the tables for the gym.
Examples
Estimated 1RM ≈ 115.5 kg (equations range from 112.5 to 119.0 kg) · 80% ≈ 92.5 kg (rounded to 2.5 kg) · predicted 5-rep max 100 kg
Epley and Brzycki both give 133.3 lb; at 6 reps they differ: Epley 120 lb, Brzycki 116.1 lb.
Counted as 7 reps to failure → estimated 1RM ≈ 97.3 kg
The seven equations
With w the weight lifted and r the reps to failure:
- Epley: 1RM = w × (1 + r ÷ 30)
- Brzycki: 1RM = w × 36 ÷ (37 − r)
- Lombardi: 1RM = w × r^0.10
- Mayhew et al.: 1RM = 100 × w ÷ (52.2 + 41.9 × e^(−0.055 × r))
- O’Conner et al.: 1RM = w × (1 + 0.025 × r)
- Wathen (sometimes spelled Wathan): 1RM = 100 × w ÷ (48.8 + 53.8 × e^(−0.075 × r))
- Lander: 1RM = 100 × w ÷ (101.3 − 2.67123 × r)
A single rep to failure is the 1RM itself, so for r = 1 the calculator uses the weight lifted as the 1RM; the equations themselves would add up to about 9% (Mayhew) at one rep, and only Brzycki and Lombardi return the weight exactly. The calculator shows the average of the seven as the headline estimate; the spread between them is a reminder that each is only an estimate.
Reps in reserve and RPE
The RIR-based RPE scale (Zourdos et al.) ties each rating to the reps you could still have done: RPE 10 = 0 reps in reserve, RPE 9 = 1, RPE 8 = 2, RPE 7 = 3, with half points such as 8.5 for “1–2 more”. A set of 5 at RPE 8 is therefore treated as 7 reps to failure.
The scale’s authors chose rep-in-reserve descriptions for RPE 5–10 because lifters judge their remaining reps more accurately close to failure; in an earlier study they cite, bodybuilders’ estimates of their remaining reps closely matched the reps they actually did. That is why the calculator stops at 3 reps in reserve: the further from failure, the more the estimate depends on guesswork.
How the training tables are worked out
The %1RM table multiplies the estimated 1RM by each percentage, then rounds to your plate step (2.5 kg or 5 lb by default; choose 1.25 kg if you have fractional plates). The approximate reps beside each percentage come from the same average curve, so they are estimates too — at 70% and below the equations predict more than 12 reps, where they are least reliable.
The rep-max table asks the reverse question: what could you lift for exactly n reps? It divides the 1RM by the average of the seven equations’ factors for n reps, so at the reps you actually did it gives back the weight you lifted.
How accurate are 1RM predictions?
Studies of these equations have often found poorer accuracy when the test set allowed 10 or more repetitions, and accuracy also depends on the exercise, training status, age and sex. LeSuer et al. found, for example, that the Mayhew equation underestimated the 1RM in the deadlift by about 10%. Use the estimate to choose training loads, not as a measured max — and if you do test a true 1RM, warm up thoroughly and use a spotter or safety arms.
Sources
- LeSuer DA, McCormick JH, Mayhew JL, Wasserstein RL, Arnold MD. The accuracy of prediction equations for estimating 1-RM performance in the bench press, squat, and deadlift. J Strength Cond Res 11(4):211-3 — the seven equations as reproduced by Lin et al., Sci Rep 11:9137 (PMC8080630, Table 1)
- Epley B. Poundage Chart. Boyd Epley Workout. Lincoln, NE: Body Enterprises, 1985
- Brzycki M. Strength testing — predicting a one-rep max from reps-to-fatigue. JOPERD 64(1):88-90
- Zourdos MC et al. Novel resistance training-specific rating of perceived exertion scale measuring repetitions in reserve. J Strength Cond Res 30(1):267-75
- Helms ER, Cronin J, Storey A, Zourdos MC. Application of the repetitions in reserve-based rating of perceived exertion scale for resistance training. Strength Cond J 38(4):42-9
- Bohman T et al. Concurrent validity of an isokinetic lift test used for admission to the Swedish Armed Forces. PLoS One 13(11):e0207054 (summarising LeSuer et al. on the deadlift) · Mitter B et al. Reproducibility of strength performance and strength-endurance profiles. PLoS One 17(5):e0268074 (accuracy at 10 or more reps) · Yan H et al. J Hum Kinet 102:159-71 (factors affecting accuracy)
Limitations
- Every equation is an estimate; your real 1RM may be several percent higher or lower, and more so for sets of 10 or more reps.
- Use a set taken to (or close to) failure with good form; a set stopped far from failure underestimates your strength.
- Equations were developed mostly in the bench press and squat; the deadlift and other lifts may differ.
- Weights up to 600 kg (1,320 lb), 1–12 reps and 0–3 reps in reserve are accepted.
Privacy
Everything happens in your browser. What you enter or open here is not uploaded or stored by MySmartCoPilot.
Frequently asked questions
Which 1RM formula is the most accurate?
None is best for everyone: accuracy varies with the lift, your training and the number of reps. Epley and Brzycki are the most widely used and agree exactly at 10 reps; with fewer reps Epley gives a slightly higher figure. The calculator averages all seven and shows the spread.
How do I calculate my one-rep max by hand?
With the Epley formula: 1RM = weight × (1 + reps ÷ 30). For 100 kg × 5 reps: 100 × (1 + 5 ÷ 30) = 116.7 kg. With Brzycki: 100 × 36 ÷ (37 − 5) = 112.5 kg.
What does RPE 8 mean?
On the reps-in-reserve RPE scale, RPE 8 means you could have done about 2 more reps; RPE 9 means 1 more, RPE 10 means none. The calculator adds those reps to the set before estimating your max.
What percentage of my 1RM should I train at?
It depends on your goal and programme. The %1RM table shows the load at each percentage from 50 to 100% and the reps the equations predict you could manage there, so you can match a programme written in percentages.
Is it safe to test my real 1RM?
Predicting it from a submaximal set is quicker and safer than a formal test. If you do test, warm up well, use a spotter or safety arms, and stop if technique breaks down. Ask a doctor first if you have a heart condition, high blood pressure or a recent injury.