One Rep Max Calculator six formulas for true strength
A precision 1RM calculator with six validated formulas (Epley, Brzycki, Lander, Lombardi, O'Conner, Wathan), percentage-based training tables, and lift-specific projections for squat, bench, deadlift, and overhead press.
The One Rep Max (1RM) Calculator estimates the maximum weight you can lift for a single repetition based on a submaximal set, without ever testing a true max under the bar. Where actual 1RM testing carries injury risk and recovery cost, this calculator delivers a precise estimate using six validated equations cross-referenced from sports science research.
Built at ffmicalculatore.com for powerlifters, strength athletes, and serious lifters, this tool turns a comfortable working set into a benchmark you can program around. Plug in your weight and reps. Get a 1RM, training percentages, and rep targets in three seconds.
1RM / STRENGTH REPORTLIVE
01 /Input Parameters
Lift TypeSELECT
Bench
Squat
Deadlift
OHP
WeightLBS
RepsPERFORMED
FormulaMETHOD
02 /Output / Verdict
// AWAITING INPUT
Enter your weight, reps, and formula on the left to view your one rep max report and percentage table.
The Six 1RM Formulas Compared
Six different equations dominate the strength science literature. Each was developed from different datasets and produces slightly different estimates. Here's a breakdown of when to use each one.
EPEpley · 1985
1RM = w × (1 + r/30)
The most widely used 1RM equation. Developed by Boyd Epley, it produces accurate estimates for sets of 2 to 10 reps. Simple, effective, and the default for most strength coaches.
Best for 2-10 reps±5%
BRBrzycki · 1993
1RM = w × 36 / (37 − r)
Developed by Matt Brzycki, this formula is slightly more conservative than Epley. Most accurate at 1 to 10 reps. Often paired with Epley for cross-validation.
Best for 1-10 reps±5%
LALander · 1985
1RM = (100 × w) / (101.3 − 2.67123 × r)
Lander uses a polynomial denominator producing slightly higher estimates than Brzycki. Validated for sets in the 2 to 10 rep range with similar accuracy.
Best for 2-10 reps±6%
LOLombardi · 1989
1RM = w × r^0.10
Uses an exponential function. Lombardi is more accurate at higher rep ranges (12+) than other formulas, making it the choice for endurance-style sets.
Best for 8-15 reps±7%
OCO'Conner · 1989
1RM = w × (1 + 0.025 × r)
The most conservative formula. O'Conner produces lower estimates, making it useful when calculating training percentages for safer programming.
Best for 2-10 reps±5%
WAWathan · 1994
1RM = (100 × w) / (48.8 + 53.8 × e^(−0.075r))
The most mathematically complex but often the most accurate across rep ranges. Uses exponential decay. Preferred by sports science researchers.
Best for 1-15 reps±4%
Percentage-Based Training Zones
Once you know your 1RM, every percentage of it maps to a specific training stimulus. This is the foundation of all serious strength programming.
% of 1RM
Reps
Training Goal
Use For
100%
1
Max Strength
True 1RM testing, peaking
95%
2 to 3
Heavy Strength
Powerlifting peak weeks
90%
3 to 4
Heavy Strength
Strength block
85%
5 to 6
Strength
Working sets, 5x5 programs
80%
6 to 8
Strength + Size
Compound bread-and-butter
75%
8 to 10
Hypertrophy
Volume-focused mesocycles
70%
10 to 12
Hypertrophy
Pump sets, accessories
65%
12 to 15
Hypertrophy + Endurance
Light volume days
60%
15 to 20
Endurance
Conditioning blocks
50%
20+
Warm-up / Recovery
Deload, technique work
Strength Standards by Bodyweight Ratio
How strong is your 1RM relative to your bodyweight? Below is the universally accepted scale used by powerlifting federations and strength coaches.
Bench Press Standards (× Bodyweight)
Tier 1
Beginner
0.75×bw
Tier 2
Novice
1.0×bw
Tier 3
Intermediate
1.25×bw
Tier 4
Advanced
1.5×bw
Tier 5
Elite
2.0×bw
Squat Standards (× Bodyweight)
Tier 1
Beginner
1.0×bw
Tier 2
Novice
1.5×bw
Tier 3
Intermediate
2.0×bw
Tier 4
Advanced
2.5×bw
Tier 5
Elite
3.0×bw
Deadlift Standards (× Bodyweight)
Tier 1
Beginner
1.25×bw
Tier 2
Novice
1.75×bw
Tier 3
Intermediate
2.25×bw
Tier 4
Advanced
2.75×bw
Tier 5
Elite
3.5×bw
How to Use the 1RM Calculator
01
Pick Lift
Choose Bench, Squat, Deadlift, or Overhead Press from the lift selector.
02
Enter Set
Type the weight you lifted and the number of clean reps performed.
03
Pick Formula
Epley is the safe default. Try Wathan or Average for cross-validation.
04
Read Verdict
View 1RM plus a full percentage breakdown from 95% down to 50%.
When to Use a 1RM Calculator vs Test True Max
True 1RM testing has its place, but for most lifters most of the time, calculator-based estimates are safer, faster, and almost as accurate.
Use the Calculator When
Programming weekly training percentages without a recent max test
Tracking strength progress across training blocks using rep-based PRs
You're a beginner or intermediate lifter (form risk on max attempts)
You're in a cut and your true max would be 5 to 10% lower than estimated
Recovery cost matters more than precision (in-season athletes, busy schedules)
Test True 1RM When
Preparing for a powerlifting meet or strength competition
Hitting milestone numbers (first 405 squat, first 315 bench, etc.)
You're an advanced lifter on a peaking program
End of a 12 to 16 week strength block where peaking is the protocol goal
Common 1RM Calculator Mistakes
Using too many reps. Accuracy degrades sharply past 10 reps. Use sets of 1 to 8 for the most reliable estimates
Calculating from a non-true RIR set. The set must be near-failure (RIR 0 to 2) for the formula to work. Easy reps at half-effort produce inflated 1RMs
Cherry-picking the highest formula. Don't use Epley one day and Lombardi the next. Pick one or use the Average for consistency
Ignoring lift specificity. A bench 1RM and squat 1RM use the same formula but different bodyweight ratios. Don't compare across lifts
Forgetting bodyweight changes. Lose or gain 5+ kg and your relative strength shifts. Recalculate
Using calculator estimates as competition openers. Always test true max before a meet, not estimate
Treating the number as fixed. 1RM fluctuates ±5% day-to-day from sleep, food, and stress. Use moving averages
Tips for Accurate 1RM Estimates
Use a set in the 3 to 8 rep range for highest accuracy. 5 reps is the sweet spot for all six formulas
Take the set to true RIR 0 to 1. Stop at the rep before form breaks. That's the calculator's input assumption
Warm up properly first. Cold sets produce artificially low estimates. Hit your work weight after a full warm-up pyramid
Use the same formula consistently. Switching formulas mid-program creates phantom progress or regression
Cross-check with the Average option in the calculator. If 6 formulas converge on a number, that's your real 1RM
Calculate on two separate days with the same weight and rep count. If results differ by 5%+, your fatigue or form was variable
Track 1RM monthly, not weekly. Day-to-day fluctuations are noise; monthly trends are signal
Who Should Use the 1RM Calculator?
Powerlifters setting opener, second, and third attempts based on training data
Strength coaches programming percentage-based work for clients
Bodybuilders dialing in working weights for hypertrophy ranges (70 to 80%)
Recreational lifters tracking strength gains without max-effort testing
Athletes in-season who need progress data without recovery cost
Beginners and intermediates avoiding injury from premature max attempts
CrossFit athletes calibrating barbell percentages for WODs
Frequently Asked Questions
A one rep max (1RM) is the maximum amount of weight you can lift for a single repetition with proper form. It's the gold standard measure of absolute strength used in powerlifting, programming, and athletic testing. Knowing your 1RM lets you train at specific percentages tied to specific adaptations (strength, hypertrophy, endurance).
All six formulas are validated to within ±4-7% of measured 1RM when input data is accurate (sets of 1-10 reps taken to true near-failure). The Wathan formula is the most accurate across rep ranges. The Average option averages all six formulas for the most balanced estimate.
For sets of 1-10 reps, Epley and Brzycki are equally accurate and most popular. For sets of 8-15 reps, Lombardi pulls ahead. For maximum cross-formula accuracy, use the Average option which combines all six. If you can only pick one, Epley is the safe universal default.
3 to 8 reps gives the most accurate estimate. 5 reps is the sweet spot — close enough to max for reliable extrapolation, far enough to take to near-failure safely. Avoid using 1RM calculators with sets above 10 reps; accuracy degrades sharply.
Use the calculator for routine programming and progress tracking. Test true 1RM only when peaking for competition, hitting milestone weights, or specifically programmed by your coach. True max attempts carry injury risk and require 7 to 10 days of recovery — not worth the cost for week-to-week tracking.
Recalculate at the end of each training block (typically 4 to 8 weeks). 1RM also drifts with bodyweight changes — recalculate after any weight change of 3 kg or more. Monthly tracking is plenty; daily or weekly recalculation creates noise without signal.
Three common reasons: your input set wasn't actually near-failure (RIR 0-1 required), you used too many reps (above 10 degrades accuracy), or you're comparing a calculated 1RM to a true max which is always 3 to 8% lower because of grinding fatigue at maximal loads.
Yes. The formulas work mathematically for any free weight or barbell movement. They're most validated for the big four (squat, bench, deadlift, overhead press) but produce accurate estimates for rows, presses, pulls, and Olympic lifts. Smith machine and machine work are less reliable due to leverage variance.
Percentages tie training stimulus to specific adaptations. 90 to 100% builds max strength, 80 to 90% builds strength with some hypertrophy, 70 to 80% maximizes hypertrophy, 60 to 70% builds muscular endurance. All serious strength programs are written in percentages of 1RM.
Yes. The One Rep Max Calculator at ffmicalculatore.com is completely free, requires no signup, and runs entirely in your browser. None of your inputs are stored, transmitted, or tracked. Use it for every lift, every block, every program.