One-Rep Max (1RM)
Estimate your 1RM from a working set using Epley, Brzycki, Lombardi, O'Conner, and Lander formulas.
All formulas
- Epley262.5 lb
- Brzycki253.1 lb
- Lombardi264.3 lb
- O'Conner253.1 lb
- Lander255.8 lb
- Average257.8 lb
Training percentages
- 1 reps · 100%257.8 lb
- 2 reps · 95%244.9 lb
- 3 reps · 93%239.7 lb
- 4 reps · 90%232 lb
- 5 reps · 87%224.3 lb
- 6 reps · 85%219.1 lb
- 7 reps · 83%214 lb
- 8 reps · 80%206.2 lb
- 9 reps · 77%198.5 lb
- 10 reps · 75%193.3 lb
- 12 reps · 70%180.4 lb
- 15 reps · 65%167.6 lb
Estimate your one-rep max (1RM) from a submaximal set using five validated strength formulas. Pick a single formula or average them all for the most reliable estimate.
What 1RM is and why it matters
Your one-rep max (1RM) is the most weight you can lift for a single, full-range repetition of a given exercise. It's the foundation of nearly every periodized strength program: 5/3/1, Westside, Sheiko, Smolov, Texas Method — they all prescribe daily weights as a percentage of 1RM.
Actually testing a true 1RM is taxing on the central nervous system and risky outside a meet setting. Estimating it from a 3–10 rep set is the standard approach used by coaches and powerlifters: lift submaximally, plug the result into a formula, and program the next block off the estimate.
Estimates are most accurate in the 2–8 rep range. Sets above 12 reps drift further from a true 1RM because endurance and lactate tolerance start to matter more than maximal strength — a 20-rep set tells you about your engine, not your peak ceiling.
The five formulas (and why we average them)
Epley (1985): 1RM = weight × (1 + reps/30). Tends to slightly over-estimate at high reps. Most popular formula in commercial gym apps.
Brzycki (1993): 1RM = weight × 36 / (37 − reps). Hits a singularity at 37 reps and is most accurate in the 2–10 rep window. Probably the best single formula for trained lifters.
Lombardi (1989): 1RM = weight × reps^0.10. The flattest curve — under-estimates 1RM relative to others at low reps, over-estimates at very high reps.
O'Conner (1989): 1RM = weight × (1 + 0.025 × reps). Conservative, linear, and good for rough planning.
Lander (1985): 1RM = 100 × weight / (101.3 − 2.67123 × reps). A slightly more conservative cousin of Epley.
Averaging all five smooths out individual formula bias and almost always lands within 5% of a true tested max for the 3–8 rep range. That's the recommended default in this calculator.
Worked example
You bench-press 225 lb for 5 clean reps. Plug into the formulas: Epley = 225 × (1 + 5/30) = 262.5. Brzycki = 225 × 36/(37−5) = 253.1. Lombardi = 225 × 5^0.10 = 261.7. O'Conner = 225 × 1.125 = 253.1. Lander = 22500 / (101.3 − 13.36) = 255.8.
Five-formula average ≈ 257 lb. That's your training 1RM. Program your next block off 70% (180 lb) for hypertrophy, 80% (206 lb) for strength, 90% (231 lb) for peaking singles.
If you only got 3 reps, the average jumps to ~245 — a 12-lb difference from the 5-rep set. Higher reps inflate the estimate; that's why 3–5 reps is the gold standard for accuracy.
Common pitfalls and best practices
Don't grind. The estimate assumes the last rep was a full-ROM, no-grind effort with maybe one in the tank. If reps slow dramatically or form breaks, the input weight is too heavy and the estimate will overshoot.
Don't extrapolate from sets above 10 reps for big lifts — for squats and deadlifts especially, anaerobic endurance dominates past 10 and the 1RM estimate drifts high by 10–20%.
Re-test every 6–12 weeks. Your training 1RM moves with you; an estimate from January is stale by March.
Different lifts have different formula sensitivity. Brzycki is most accurate for upper-body presses; Epley tends to be slightly more accurate for lower-body lifts. The five-formula average covers both.
For meet planning, subtract 5% from your estimate as your conservative opener. Save your estimated max for your second or third attempt.
Frequently asked questions
What's the most accurate 1RM formula?
Brzycki is the most accurate single formula in the 2–10 rep range for most trained lifters. Averaging all five formulas smooths out bias and is recommended for general use.
How many reps should I use to estimate?
Three to five reps is the gold standard. Two reps is heavily influenced by neural readiness; above eight reps, endurance starts polluting the estimate.
Why is my estimate higher than what I can actually lift?
Three common reasons: your input set was a grinder (assumes full-effort, no-grind), you used too many reps (10+ inflates estimates), or it's been weeks since you trained near max — neural specificity matters.
Should I use kg or lb?
Either — the formulas are unit-agnostic. Output is in the same unit as your input.
Can I use this for any lift?
Yes for compound barbell lifts (squat, bench, deadlift, overhead press, row). Less reliable for accessory and isolation work where rep ranges are typically higher and grinding is more acceptable.
What's a good 1RM for an intermediate lifter?
Strength standards (Lon Kilgore): intermediate male bench ≈ bodyweight × 1.25, squat ≈ 1.5×, deadlift ≈ 2×. Intermediate female bench ≈ 0.75×, squat ≈ 1.25×, deadlift ≈ 1.5×. Wide ranges by individual frame and training history.
How do I program off my 1RM?
Common percentages: 65–75% for hypertrophy (8–12 reps), 80–87% for strength (3–6 reps), 90–95% for peaking (1–3 reps). The percentage table on this page shows expected reps at each percent.
How often should I retest my one-rep max?
Every 8 to 12 weeks at most, and ideally by estimation rather than by an actual max attempt. True maxes are neurally taxing and typically cost several days of quality training to recover from. Estimating from a heavy set of three every few weeks gives you the same programming information at a fraction of the fatigue cost.
Should I test a true max or estimate it?
Estimate unless you compete. A well-executed set of three at genuine effort predicts the max within a few percent for most trained lifters, without the injury exposure and recovery cost of a singles attempt. Powerlifters need true maxes because opener and attempt selection depends on the real number under competition conditions.
How do the five formulas actually differ?
Brzycki and Epley are linear models that diverge above about eight reps, with Epley reading higher. Lander sits close to Brzycki. Lombardi and O'Conner use power and multiplier forms that stay more conservative at high rep counts. Averaging all five reduces the influence of any single model's bias, which is why this page reports the mean as well as each individual estimate.
Does bar speed tell me more than rep count?
Yes, if you can measure it. Velocity-based training uses the speed of the concentric phase as a direct proxy for proximity to failure, and it adapts day to day in a way that fixed percentages cannot. A squat moving at 0.3 m/s is roughly a 90% load for most lifters. Without a velocity device, rep-based estimation remains the practical alternative.
Why is my deadlift one-rep max harder to estimate than my bench?
Deadlifts fatigue disproportionately across reps because there is no eccentric stretch reflex from a dead stop and the posterior chain drains quickly. Most lifters get fewer reps at a given percentage on deadlift than on bench, so the standard formulas overestimate deadlift maxes. Use lower rep inputs, ideally three or fewer, when estimating pulls.
Does body weight change my one-rep max estimate?
Not the estimate itself — the formulas use only load and reps. Body weight matters for interpreting the result against strength standards, which are expressed as multiples of body weight, and for the Wilks or DOTS coefficients used to compare lifters across weight classes.
Is it safe for a beginner to test a one-rep max?
Generally not in the first six months. Technique under maximal load is where beginners get hurt, and the estimate carries little value when strength is climbing week over week anyway. Train in the five to eight rep range, let this calculator estimate the max from those sets, and revisit true testing once technique is stable under heavy loads.
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