Bench Press Calculator

Strength · Calculator · v1.0

BENCH
PRESS CALC

Est. 1RM
LBS
Weight Lifted
LBS
Reps Performed
Wilks Score
LBS
Epley (avg)
lbs
Brzycki
lbs
Lander
lbs
Lombardi
lbs
Mayhew
lbs
O'Conner
lbs
Formula Range
Training Percentages Based on estimated 1RM
%1RM Weight Reps (guideline) Training Zone
ENTER WEIGHT AND REPS
Wilks Score
Awaiting data
Beginner< 100
Novice100 - 150
Intermediate150 - 200
Advanced200 - 275
Elite275 - 350
World Class350+

You do not need to attempt a true max to know your bench press 1RM. You need a recent working set and the right formulas. Enter the weight you lifted and the reps you completed into the calculator above, and it returns an estimated 1RM from six validated formulas, a full training percentage table from 50% to 100%, and a Wilks score that tells you where your strength sits relative to your bodyweight. This guide explains how each part of the calculation works and how to use the results to train more precisely.

Table of Contents

What Is a 1RM and Why It Matters

Your one-rep maximum (1RM) is the maximum weight you can lift for a single complete repetition with proper form. It is the primary measure of absolute strength in resistance training and the foundation of every percentage-based program ever written.

Knowing your 1RM gives you three things. First, an objective benchmark to measure progress across weeks and months. Second, the ability to prescribe training loads as percentages of your maximum, which is how every serious strength and powerlifting program controls intensity. Third, a fair comparison against established strength standards for your bodyweight and experience level.

The problem with testing a true 1RM is the risk. Attempting a genuine maximum lift, especially without a spotter, is the fastest way to injure a shoulder, pec, or wrist. It also fatigues the central nervous system significantly, disrupting the training sessions that follow. Using a submaximal set and a prediction formula gives you the same information with none of the risk.

How to Use This Bench Press Calculator

The calculator needs two inputs: the weight you lifted and the number of reps you completed.

  1. Choose your unit. Toggle between LBS and KG. All outputs update to match.
  2. Enter your weight. Use the weight you had on the bar for a recent working set, not your warm-up weight.
  3. Select your reps. Tap the number of reps you completed on that set. For best accuracy, use a set where you performed 3 to 8 reps close to failure. Sets above 10 reps lose prediction accuracy because endurance varies more between individuals than strength.
  4. Enter your bodyweight. This field is used to calculate your Wilks score. Leave it blank if you only want the 1RM estimate.
  5. Select your sex. Wilks uses separate polynomial coefficients for men and women. The 1RM formulas are not sex-specific.

The results update as you type. The header shows your average estimated 1RM across all six formulas. The formula cards show each individual estimate. The training table shows the corresponding weight for every percentage from 50% to 100% of that average.

Use the formula variance bar to assess reliability. A tight range across six formulas means the estimates are consistent and trustworthy. A wide range often signals that your input set was too far from failure, too high in reps, or that you are a muscle fiber type outlier where endurance significantly exceeds strength.

The Six 1RM Formulas Explained

Each formula models the relationship between weight, reps, and maximum strength differently. Each was derived from different populations and experimental conditions, which is why they produce slightly different results.

Epley (1985)

The most widely cited formula in sports science literature. Matt Epley developed it at the University of Nebraska for football strength testing. The formula is: 1RM = weight x (1 + reps / 30). It is linear and tends to slightly overestimate at higher rep ranges. For sets of 1 to 5 reps, it is considered one of the two gold-standard formulas alongside Brzycki. Epley is the primary reference formula in this calculator.

Brzycki (1993)

Developed by Matt Brzycki and published in Scholastic Coach magazine. The formula is: 1RM = weight x 36 / (37 - reps). Brzycki produces more conservative estimates than Epley and is considered more accurate for rep ranges of 1 to 7. Research consistently ranks it as the most accurate formula for upper-body pressing movements including bench press. It is widely used in academic research on strength testing.

Lander (1985)

A linear model developed by J.E. Lander. The formula reduces the denominator by approximately 2.67 percentage points per additional rep. It produces results comparable to Brzycki and serves as a conservative anchor in the formula range. Coaches who prefer conservative training percentages tend to use Lander outputs for programming purposes.

Lombardi (1989)

Uses a power function rather than a linear model: 1RM = weight x reps^0.10. This non-linear structure tends to produce higher estimates than most other formulas, especially in the 5 to 8 rep range. It functions as the upper-bound estimate in this calculator. Lombardi outputs are best used for setting optimistic training targets rather than conservative programming loads.

Mayhew (1992)

Developed by J.L. Mayhew specifically for bench press testing. The formula uses an exponential decay function that accounts for fatigue patterns during higher-rep sets. A peer-reviewed study by LeSuer et al. (1997) examined seven 1RM formulas applied to bench press data and found Mayhew to be among the most accurate formulas for the bench press specifically. This makes it particularly relevant for this calculator’s context.

O’Conner (1989)

A simplified linear model: 1RM = weight x (1 + 0.025 x reps). It uses a divisor of 40 compared to Epley’s 30, making it more conservative at all rep ranges. The formula has less peer-reviewed validation than Epley or Brzycki but produces reasonable estimates and contributes to the formula average as a conservative reference point.

Which Formula Is Most Accurate

No formula is universally most accurate. Accuracy varies by rep range, individual muscle fiber composition, and exercise selection. However, the research provides clear guidance.

For sets of 1 to 5 reps: Epley and Brzycki produce the most accurate and consistent results. Multiple studies show they converge closely at low rep ranges and produce typical variance of 3 to 5 lbs on a 225-lb estimate.

For sets of 6 to 10 reps: Brzycki is generally more accurate than Epley. Epley tends to overestimate at moderate rep ranges.

For sets of above 10 reps: All formulas lose accuracy. Muscular endurance becomes a primary factor, and slow-twitch dominant lifters will find predictions significantly overshoot their actual max. Sets above 12 reps are not recommended for 1RM estimation.

For bench press specifically: Research by LeSuer et al. (1997) found Mayhew and Wathen to be the most accurate formulas when tested against actual bench press 1RM data. Sports scientist Robert Wood, citing 25 years of sports performance analysis, states that averaging multiple formulas outperforms any single formula in predictive validity. This calculator uses an average of six formulas as the primary result for exactly that reason.

FormulaBest Rep RangeTendencyBest Used For
Epley1 to 5 repsSlightly highGeneral use; most widely cited
Brzycki1 to 7 repsConservativeUpper-body pressing; academic research
Lander1 to 10 repsConservativeLower-bound programming
Lombardi5 to 8 repsHighUpper-bound target setting
Mayhew1 to 10 repsModerateBench press; accounts for fatigue patterns
O’Conner1 to 10 repsConservativeConservative programming reference

A practical approach: use Brzycki or Lander outputs when selecting competition attempt openers, where undershooting is safer than overshooting. Use Lombardi or Mayhew outputs when setting optimistic training targets. Use the six-formula average for day-to-day percentage-based programming.

Training Percentages and What They Mean

Once you have your 1RM estimate, you use it to prescribe training loads. Every percentage zone targets a different physiological adaptation. Training at random weights without reference to 1RM percentages produces inconsistent stimulus and slower progress.

% of 1RMRep GuidelineTraining ZonePrimary Adaptation
50% to 60%12 to 15+Endurance / Warm-UpMuscular endurance, movement practice
60% to 70%8 to 12Hypertrophy StartMuscle growth stimulus begins
70% to 80%6 to 10HypertrophyPrimary zone for muscle growth
80% to 85%4 to 6Strength HypertrophyStrength with size stimulus
85% to 95%2 to 5Maximal StrengthNeural efficiency, max force output
95% to 100%1 to 2Near Maximal / PeakingCompetition preparation, true max testing

A PMC-published re-examination of the repetition continuum confirmed that the 65% to 85% range is the primary driver of hypertrophy, while 85% and above is required for maximal strength adaptations. Research published by Modern Men’s Fitness notes that most recreational lifters spend too much time in the 65% to 75% range, which builds endurance but not maximal strength.

Train bench press 2 to 3 times per week for the fastest strength progression. For strength focus, keep 6 to 10 working sets per week at 80% to 95% of 1RM. For hypertrophy focus, use 8 to 12 working sets per week at 65% to 80%. Update your 1RM estimate every 4 to 8 weeks using a working set and the calculator, then recalculate your training weights from the new estimate.

Wilks Score: Comparing Strength Across Bodyweights

A 160-pound lifter who benches 200 pounds and a 240-pound lifter who benches 270 pounds cannot be fairly compared on raw weight alone. Heavier people carry more muscle mass and will always lift more in absolute terms. The Wilks score solves this problem.

Robert Wilks, CEO of Powerlifting Australia, developed the formula to identify the strongest lifters pound-for-pound across different weight classes. The calculation multiplies your lift weight in kilograms by a Wilks coefficient derived from a sex-specific fifth-degree polynomial equation based on your bodyweight. The resulting score normalizes strength across all bodyweights and both sexes, producing a single comparable number.

The formula for the coefficient uses the following polynomial:

Coefficient = 500 / (a + b*BW + c*BW^2 + d*BW^3 + e*BW^4 + f*BW^5)

Where BW is bodyweight in kilograms and the coefficients a through f differ between men and women. For men, a = -216.0475144. For women, a = 594.31747775582. These values were validated in a 1999 study in Medicine and Science in Sports and Exercise, which confirmed no statistical bias for bench press scores across weight classes.

The Wilks formula was the standard scoring system for international powerlifting competitions for decades. The IPF replaced it with the IPF Points system in 2019 for competition use, but Wilks scores remain the most widely recognized metric for general gym use and historical comparison.

Wilks Score Rating Scale

Wilks ScoreLevelDescription
Under 100BeginnerEarly training stage; significant strength still to develop
100 to 150NoviceConsistent training; basic strength foundation in place
150 to 200IntermediateAbove average for recreational lifters
200 to 275AdvancedStrong by any general standard; competitive at local level
275 to 350EliteCompetitive at national level
350 and aboveWorld ClassTop international performers

Note that this calculator applies the Wilks formula to your estimated bench press 1RM alone, not to a powerlifting total. The traditional Wilks score uses the combined squat, bench, and deadlift. Using it for a single lift still gives a useful relative strength benchmark, but it will not match scores produced by calculators that use a full powerlifting total.

Bench Press Standards by Bodyweight

Knowing your 1RM in raw pounds or kilograms is less useful than knowing how it compares to others of your size and experience level. Bodyweight ratios give you that context.

LevelMen (1RM as multiple of bodyweight)Women (1RM as multiple of bodyweight)
Beginner0.5x bodyweight0.25x bodyweight
Novice0.75x bodyweight0.45x bodyweight
Intermediate1.0x to 1.25x bodyweight0.65x to 0.75x bodyweight
Advanced1.5x bodyweight1.0x bodyweight
Elite2.0x bodyweight1.25x bodyweight

A 2024 open-access paper in the Journal of Science and Medicine in Sport analyzed 809,986 drug-tested, unequipped powerlifting competition entries and found the 90th-percentile bench press for young adult men was 1.95 times bodyweight. The Strength Level database, which aggregates data from recreational gym users, reports the average male intermediate bench at 217 lb, representing approximately 1.25 times bodyweight for a 175-pound lifter.

Strength peaks between ages 25 and 35. After 35, maximal strength declines at a rate of approximately 5 to 10% per decade with continued training. The decline is not inevitable with consistent resistance training; it is simply the rate at which strength decreases when volume and intensity are maintained at the same level without adjustments for recovery.

Bench Press World Records

Understanding world records gives you context for what is achievable at the absolute limit of human performance.

The all-time raw bench press world record belongs to American Julius Maddox, who pressed 355 kg (782.6 lb) at the 2021 WRPF Hybrid Showdown. Raw means no supportive equipment beyond a belt and wrist wraps. This record remains unbroken as of 2025.

The equipped world record belongs to American Jimmy Kolb, who pressed 635 kg (1,401 lb) at the 2023 IPA Tristar Bash. Equipped lifting allows a bench shirt, which provides upward force support and significantly increases the total weight a lifter can move. Kolb’s lift is the heaviest single lift in the history of powerlifting.

In the IPF drug-tested raw classic division, American Devin Williams set the men’s open 120 kg class world record at 265.5 kg (585.5 lb) at the 2025 World Classic Powerlifting Championships in Germany. In women’s equipped lifting, Kate Sweatman lifted 240.5 kg in the +84 kg class at the 2025 IPF World Classic and Equipped Bench Press Championships in Drammen, Norway.

Safety and Injury Prevention

Improper form is the primary cause of bench press injuries. Research cited by CueForm AI found that improper technique contributes to 76% of shoulder tendinitis cases and is a factor in nearly half of pectoralis major injuries. The shoulder joint carries the most risk.

Follow these setup rules on every set:

  • Retract your shoulder blades and press them into the bench before unracking. Keep them retracted throughout the set.
  • Keep your elbows at 45 to 70 degrees from your torso, not flared out perpendicular to your body. Flaring elbows is the fastest path to rotator cuff impingement.
  • Use a grip slightly wider than shoulder width. Too wide increases shoulder stress. Too narrow shifts load to the triceps and reduces shoulder stability.
  • Lower the bar with control to mid-chest, touch without bouncing, then press in a straight or slightly arced path back to the start position.
  • Never bounce the bar off your chest to complete a rep. This reduces the range of motion doing actual work and increases the risk of a pec tear at the bottom position.

Always use a spotter or safety bars when lifting near your max. A failed lift without either puts the bar directly on your neck or chest. Test your 1RM every 8 to 12 weeks, not more frequently. The acute injury risk and cumulative fatigue from frequent max attempts are not worth the marginal data benefit when you can use the calculator to track estimated 1RM from every working set.

Frequently Asked Questions

What is a bench press calculator?

A bench press calculator estimates your one-rep maximum (1RM) from a submaximal set. You enter the weight you lifted and the reps you completed, and the calculator applies established formulas to predict the maximum weight you could lift for a single repetition. This lets you set training percentages and track strength progress without attempting a true max.

Which 1RM formula is most accurate for bench press?

For sets of 1 to 5 reps, Epley and Brzycki produce the most reliable results and are the most widely validated. For bench press specifically, peer-reviewed research by LeSuer et al. (1997) found Mayhew and Wathen to be the most accurate formulas. Averaging multiple formulas removes individual outliers and produces the most reliable result overall, which is why this calculator uses six formulas and displays the average.

How many reps should I use for the most accurate 1RM estimate?

Use a set of 3 to 8 reps performed close to failure. Sets in this range produce the most accurate predictions from all major formulas. Sets above 10 reps introduce muscular endurance as a variable that reduces accuracy, because endurance capacity varies more between individuals than pure strength. The fewer reps you use at near-maximal effort, the closer the prediction will be to your true 1RM.

What is a Wilks score and how does it apply to bench press?

The Wilks score is a bodyweight-adjusted strength metric developed by Robert Wilks of Powerlifting Australia. It multiplies your lift weight in kilograms by a coefficient calculated from your bodyweight using a sex-specific polynomial equation. The result lets you compare bench press strength fairly across lifters of different sizes, regardless of bodyweight class.

What is a good bench press for my bodyweight?

For men, benching bodyweight is a solid novice to intermediate milestone. Benching 1.5 times bodyweight is a strong intermediate standard. Data from 809,986 drug-tested powerlifting entries in the Journal of Science and Medicine in Sport found the 90th-percentile bench for young adult men is 1.95 times bodyweight. For women, bodyweight is an advanced standard, and 0.75 times bodyweight is a solid intermediate target.

How often should I test my bench press max?

Test your true 1RM every 8 to 12 weeks at most. More frequent testing creates fatigue and increases injury risk without providing useful additional data. Use the calculator between tests by entering your working set weight and reps after each session to track your estimated 1RM over time. This gives continuous progress data without the stress of a true max attempt.