One Rep Max Calculator
HealthEstimate your one rep max (1RM) from any sub-maximal lift. Uses both Epley and Brzycki formulas to show your 1RM and training percentages at 90%, 80%, and 70%. Free calculator.
For best accuracy, use a set of 3–8 reps at near-maximal effort. Accuracy decreases above 10 reps.
Estimated 1RM
Epley + Brzycki average
Training Weights
Strength
1–3 reps
Hypertrophy
4–8 reps
Volume
10–15 reps
What is a One Rep Max?
A one rep max (1RM) calculator estimates the maximum weight you could lift for a single repetition of an exercise, based on a lighter submaximal set you actually performed. Instead of risking injury by attempting a true max lift, you lift a challenging but manageable weight for 3–10 reps and the calculator extrapolates your 1RM using two validated formulas — Epley and Brzycki.
Knowing your 1RM is the foundation of structured strength programming. Training loads are typically prescribed as percentages of 1RM — heavy strength sets at 85–90%, hypertrophy sets at 70–80%, and volume work at 60–70%. Without a 1RM reference, you are guessing your training intensity. With it, you can follow evidence-based progression systems like linear periodization, RPE-based training, or percentage-based programmes used by strength coaches worldwide.
The calculator also outputs your 90%, 80%, and 70% 1RM values as ready-to-load training weights — eliminating the mental arithmetic between sets.
How to use this One Rep Max calculator
Warm up thoroughly before your test set — work up to your test weight in 3–4 graduated warm-up sets.
Perform a near-maximal set — choose a weight you can lift for 3–8 reps but not more. The last rep should be a genuine effort. Avoid sets above 10 reps as accuracy decreases.
Enter Weight Lifted in kg — the load you used for the test set.
Enter Reps Performed — the number of complete, quality reps you completed.
Read your estimated 1RM and note your 90/80/70% training weights.
Load accordingly — use the percentage outputs to set weights for your next training session.
Formula & Methodology
Epley Formula (1985): 1RM = W × (1 + R ÷ 30) Brzycki Formula (1993): 1RM = W × 36 ÷ (37 − R) Averaged Estimate: 1RM = (Epley + Brzycki) ÷ 2 Where W = weight lifted (kg), R = reps performed Training percentage outputs: 90% 1RM = 1RM × 0.90 · 80% 1RM = 1RM × 0.80 · 70% 1RM = 1RM × 0.70 (rounded to nearest 0.5 kg for practical loading) Worked example: Bench press set: 90 kg for 5 reps. - Epley = 90 × (1 + 5 ÷ 30) = 90 × 1.167 = 105 kg - Brzycki = 90 × 36 ÷ (37 − 5) = 90 × 36 ÷ 32 = 101.3 kg - Averaged 1RM = (105 + 101.3) ÷ 2 = 103.1 kg ≈ 103 kg - 90% = 92.5 kg (for heavy doubles/triples) - 80% = 82.5 kg (for hypertrophy sets of 6–8 reps) - 70% = 72.5 kg (for volume sets of 10–12 reps) Assumptions: Formulas assume the test set was performed with consistent technique to technical failure or one rep in reserve. They are most accurate for 1–10 reps; accuracy degrades significantly above 12–15 reps. Results are specific to the tested exercise and movement pattern — a bench 1RM cannot be used to predict squat strength. Track strength alongside body composition using the Lean Body Mass Calculator to monitor strength-per-kg-of-lean-mass over training cycles.