Bench Press Calculator

Calculate your one-rep max (1RM) for bench press

Enter Your Lift

Your One-Rep Max (1RM)

Estimated 1RM (Average)
125 kg
View Different Formulas
Epley:127 kg
Brzycki:124 kg
Lander:125 kg

Training Percentages

95%
118 kg
1-2 reps
90%
112 kg
2-4 reps
85%
106 kg
4-6 reps
80%
100 kg
5-8 reps
75%
94 kg
8-10 reps
70%
87 kg
10-12 reps
65%
81 kg
12-15 reps

What Is a One-Rep Max (1RM)?

Your one-rep max (1RM) is the maximum amount of weight you can lift for a single full repetition of an exercise with proper form. In the context of the bench press, it represents the heaviest load you can press from chest to full arm extension exactly once. The 1RM is the gold-standard benchmark in strength sports, used by powerlifters, athletes, and recreational lifters alike to measure absolute upper-body pressing strength.

Directly testing your 1RM requires pushing to absolute failure, which carries injury risk — especially without a spotter. That is why predictive 1RM formulas were developed. By recording the weight you lifted and the number of repetitions you completed (up to 15), this bench press calculator estimates your 1RM mathematically, so you never have to attempt a dangerous max-effort single.

Knowing your bench press 1RM unlocks a powerful training tool: percentage-based programming. Strength coaches prescribe sets and reps at fixed percentages of 1RM — for example, "4 sets of 6 at 80%" — to dial in training intensity precisely. Without an accurate 1RM estimate, it is impossible to follow these programmes correctly. This bench press 1RM calculator gives you that number instantly, and then breaks it down into seven standard training percentages so you can load the bar correctly on your very next session.

The 1RM concept is also central to strength standards. Knowing whether your bench press 1RM is at a "beginner", "intermediate", or "advanced" level relative to your bodyweight motivates training and helps you set realistic goals over months and years of consistent lifting.

The Seven 1RM Formulas Explained

No single formula for predicting a one-rep max is universally perfect. Each was derived from empirical data on different populations, and they can vary by several kilograms depending on the individual. This bench press calculator averages seven peer-reviewed formulas to produce the most balanced and robust estimate possible. Here is what each formula contributes:

  • Epley (1985): One of the most widely cited formulas, slightly more generous at higher rep counts.
  • Brzycki (1993): Tends to be more conservative; widely used in university and clinical strength testing.
  • Lander (1985): Derived specifically from powerlifting populations; accurate across a broad rep range.
  • Lombardi (1989): Uses a power-law approach (reps raised to the 0.10 exponent); often used in sports science research.
  • Mayhew et al. (1992): Exponential model calibrated on American football players; highly cited in sport-specific research.
  • O'Conner et al. (1989): A simpler linear model that performs well at lower rep ranges (1–6 reps).
  • Wathan (1994): Exponential model similar to Mayhew, calibrated on a broader athletic population.

The averaged result displayed as "Estimated 1RM" smooths out the individual biases of each equation and consistently outperforms any single formula across diverse lifters. Studies comparing these formulas find that no one equation is best for everyone, making the average the most reliable single number you can get without a direct 1RM test.

Core 1RM Formulas Used in This Calculator

Epley: 1RM = w × (1 + r/30) | Brzycki: 1RM = w × (36 / (37 − r)) | Lander: 1RM = (100 × w) / (101.3 − 2.67123 × r) | Lombardi: 1RM = w × r^0.10 | Mayhew: 1RM = (100 × w) / (52.2 + 41.9 × e^(−0.055r)) | O'Conner: 1RM = w × (1 + r/40) | Wathan: 1RM = (100 × w) / (48.8 + 53.8 × e^(−0.075r)) | Average = (Epley + Brzycki + Lander + Lombardi + Mayhew + O'Conner + Wathan) / 7

Where:

  • w= Weight lifted (in kg or lbs, whichever unit you select)
  • r= Number of repetitions completed (1–15)
  • e= Euler's number ≈ 2.71828 (base of natural logarithm)
  • 1RM= Estimated one-rep max in the same unit as w

Using Training Percentages from Your 1RM

Once you have your estimated bench press 1RM, the training percentages table becomes your programming guide. Every major strength methodology — Wendler's 5/3/1, Sheiko, Conjugate, linear periodisation — prescribes work sets as a percentage of your 1RM. The calculator provides seven standard zones:

% of 1RM Rep Range Primary Training Goal
95%1–2Near-maximal strength, competition peaking
90%2–4Maximal strength development
85%4–6Strength-hypertrophy crossover
80%5–8Hypertrophy with strength bias
75%8–10Hypertrophy (muscle growth)
70%10–12Hypertrophy / muscular endurance
65%12–15Muscular endurance, deload work

For example, if your estimated 1RM is 120 kg, an 80% work set targets 96 kg for sets of 5–8 reps — a classic hypertrophy-plus-strength combination. Intermediates typically spend most of their time in the 70–85% zone, while advanced powerlifters regularly train above 85% in the weeks before a competition. Knowing exactly what weight corresponds to each percentage takes the guesswork out of loading the bar.

Accuracy and Limitations of 1RM Prediction

Predictive 1RM formulas are accurate to within roughly ±5–10% for most lifters performing submaximal sets, but accuracy degrades under certain conditions. Understanding where the estimates work best helps you use the results intelligently.

Best accuracy (1–6 reps): The closer you are to a true maximal effort, the more precisely the formulas can extrapolate. A set of 3 at near-limit intensity will yield a more accurate 1RM estimate than a comfortable set of 12. Research consistently finds that formulas using lower rep counts (≤6) produce smaller prediction errors.

Reduced accuracy (7–15 reps): At higher rep ranges, muscular endurance and cardiovascular fatigue increasingly determine how many reps you can complete, rather than pure strength. Lifters with exceptional endurance may consistently achieve more reps than average at a given % of 1RM, causing the formulas to overestimate their 1RM. Conversely, those with low rep endurance may see an underestimate. The calculator only accepts up to 15 reps for this reason — beyond 15, prediction error becomes too large to be useful.

Individual variation: Fibre-type composition, neural efficiency, and lifting technique all affect the relationship between submaximal performance and the true 1RM. Elite powerlifters often find the Brzycki formula most accurate, while recreational lifters may align better with Epley or Mayhew. The averaged result minimises any single formula's individual bias.

Always treat the estimated 1RM as a starting point. Track your actual performance at different percentages over several weeks and adjust your working 1RM up or down based on real results. Many coaches recommend setting your "training max" at 90% of the predicted 1RM to build in a conservative buffer, ensuring you can always complete programmed reps with quality form.

Bench Press Strength Standards by Bodyweight

Putting your bench press 1RM in context relative to your bodyweight is one of the most motivating and practical uses of this calculator. Strength standards are typically expressed as a ratio of 1RM to bodyweight, and they vary by sex and experience level. The following table shows widely used classification benchmarks:

Level Male (× bodyweight) Female (× bodyweight)
Beginner0.5×0.25×
Novice0.75×0.5×
Intermediate1.25×0.75×
Advanced1.5×1.0×
Elite2.0×1.5×

These are approximate consensus figures drawn from well-known strength communities. A 80 kg male with a 100 kg bench press 1RM (1.25× bodyweight) sits at the intermediate level — a meaningful milestone that typically takes one to three years of consistent training to reach from zero. Progressing from intermediate to advanced (1.5×) often requires dedicated programming, adequate nutrition, and a commitment to technique refinement. Elite numbers (2.0× for males) are achieved by only a small fraction of the lifting population, typically competitive powerlifters.

Use this bench press calculator regularly — every four to eight weeks — to track your 1RM progress over time. Even small gains in the estimated figure, when combined with consistent training data, paint a clear picture of your strength trajectory.

Worked Examples

Intermediate Male: 100 kg for 5 Reps

Problem:

A 80 kg male lifter completes a hard set of 5 reps with 100 kg. What is his estimated bench press 1RM?

Solution Steps:

  1. 1Epley: 100 × (1 + 5/30) = 100 × 1.1667 = 116.67 kg
  2. 2Brzycki: 100 × (36 / (37 − 5)) = 100 × (36/32) = 112.5 kg
  3. 3Lander: (100 × 100) / (101.3 − 2.67123 × 5) = 10000 / 87.944 = 113.71 kg
  4. 4Lombardi: 100 × 5^0.10 = 100 × 1.1746 = 117.46 kg
  5. 5Mayhew: (100 × 100) / (52.2 + 41.9 × e^(−0.275)) = 10000 / 84.03 = 119.0 kg
  6. 6O'Conner: 100 × (1 + 5/40) = 100 × 1.125 = 112.5 kg
  7. 7Wathan: (100 × 100) / (48.8 + 53.8 × e^(−0.375)) = 10000 / 85.78 = 116.58 kg
  8. 8Average = (116.67 + 112.5 + 113.71 + 117.46 + 119.0 + 112.5 + 116.58) / 7 = 808.42 / 7 ≈ 115 kg

Result:

Estimated 1RM ≈ 115 kg. This places him solidly in the intermediate range (1.44× his 80 kg bodyweight). His 80% training weight is 92 kg for sets of 5–8 reps.

Beginner Female: 40 kg for 10 Reps

Problem:

A 60 kg female beginner presses 40 kg for 10 clean reps. What is her estimated bench press 1RM?

Solution Steps:

  1. 1Epley: 40 × (1 + 10/30) = 40 × 1.333 = 53.33 kg
  2. 2Brzycki: 40 × (36 / (37 − 10)) = 40 × (36/27) = 40 × 1.333 = 53.33 kg
  3. 3Lander: (100 × 40) / (101.3 − 2.67123 × 10) = 4000 / 74.587 = 53.62 kg
  4. 4Lombardi: 40 × 10^0.10 = 40 × 1.2589 = 50.36 kg
  5. 5Mayhew: (100 × 40) / (52.2 + 41.9 × e^(−0.55)) = 4000 / (52.2 + 23.55) = 4000 / 75.75 = 52.80 kg
  6. 6O'Conner: 40 × (1 + 10/40) = 40 × 1.25 = 50.0 kg
  7. 7Wathan: (100 × 40) / (48.8 + 53.8 × e^(−0.75)) = 4000 / (48.8 + 25.36) = 4000 / 74.16 = 53.94 kg
  8. 8Average = (53.33 + 53.33 + 53.62 + 50.36 + 52.80 + 50.0 + 53.94) / 7 = 367.38 / 7 ≈ 52 kg

Result:

Estimated 1RM ≈ 52 kg. At 0.87× her bodyweight, she is approaching novice level. Her 75% hypertrophy zone is 39 kg for sets of 8–10 — close to her current working weight, confirming she's training productively.

Advanced Lifter: 160 kg for 3 Reps

Problem:

An advanced 90 kg powerlifter performs 3 reps with 160 kg. What is his estimated bench press 1RM?

Solution Steps:

  1. 1Epley: 160 × (1 + 3/30) = 160 × 1.1 = 176.0 kg
  2. 2Brzycki: 160 × (36 / (37 − 3)) = 160 × (36/34) = 160 × 1.0588 = 169.41 kg
  3. 3Lander: (100 × 160) / (101.3 − 2.67123 × 3) = 16000 / 93.266 = 171.55 kg
  4. 4Lombardi: 160 × 3^0.10 = 160 × 1.1161 = 178.58 kg
  5. 5Mayhew: (100 × 160) / (52.2 + 41.9 × e^(−0.165)) = 16000 / (52.2 + 35.41) = 16000 / 87.61 = 182.63 kg
  6. 6O'Conner: 160 × (1 + 3/40) = 160 × 1.075 = 172.0 kg
  7. 7Wathan: (100 × 160) / (48.8 + 53.8 × e^(−0.225)) = 16000 / (48.8 + 42.83) = 16000 / 91.63 = 174.61 kg
  8. 8Average = (176.0 + 169.41 + 171.55 + 178.58 + 182.63 + 172.0 + 174.61) / 7 = 1224.78 / 7 ≈ 175 kg

Result:

Estimated 1RM ≈ 175 kg — nearly 2.0× his 90 kg bodyweight, squarely in the elite category. His 90% peaking weight is 157 kg for singles and doubles, ideal for competition preparation.

Tips & Best Practices

  • For the most accurate estimate, use a weight that limits you to 6 reps or fewer — lower rep sets predict 1RM more precisely than high-rep endurance sets.
  • Always perform the set to near-failure (leaving at most 1–2 reps in reserve) so the formula has a true performance ceiling to extrapolate from.
  • Use the 80% training weight for your main hypertrophy work — it falls in the 5–8 rep range, which research consistently identifies as optimal for simultaneous strength and muscle gains.
  • Re-enter your numbers every 4–8 weeks at the end of a training block to keep your percentage-based loading accurate as you get stronger.
  • If the Epley and Brzycki formulas differ by more than 10 kg, your set may have been performed too far from failure — redo with a heavier weight or fewer reps for a cleaner estimate.
  • Use a 'training max' of 90% of your predicted 1RM for day-to-day programme loading; keep the full predicted 1RM as a goal marker rather than a daily working number.
  • Pair this calculator with a bench press max calculator for direct 1RM testing on days when you have a spotter and want to validate your predicted number.
  • Log your estimated 1RM over time alongside your actual training weights — progressive overload is most clearly visible when both sets of data trend upward together.

Frequently Asked Questions

For most lifters performing sets of 1–6 reps, the averaged estimate is accurate to within 5–10% of the true 1RM. Accuracy decreases at higher rep ranges (7–15) because muscular endurance begins to limit performance more than raw strength. Using a set performed at near-maximal effort will always yield a more precise estimate than a comfortable, easy set. Treat the result as a reliable starting estimate and refine it over time based on your actual training performance.
Each formula was derived from a different population — powerlifters, football players, university athletes — and each has individual strengths and weaknesses. No single formula outperforms all others across all lifters. By averaging seven peer-reviewed equations, the calculator neutralises the systematic bias of any individual formula and produces a more robust, population-agnostic estimate. Research on 1RM prediction consistently finds that ensemble approaches outperform single-formula methods.
The Epley formula (1RM = w × (1 + r/30)) is linear and tends to give slightly higher estimates at higher rep counts, making it generous for lifters with good endurance. The Brzycki formula (1RM = w × 36/(37 − r)) is also approximately linear but becomes undefined as reps approach 37 and is slightly more conservative, often preferred in academic and clinical settings. Both are among the most commonly cited in exercise science literature, and both are included in the averaged result.
Yes — the mathematical formulas for 1RM prediction are exercise-agnostic. The same equations work for squat, deadlift, overhead press, or any other barbell movement. However, the training percentage recommendations and strength standards shown on this page are specifically calibrated for the bench press. For squats or deadlifts, expected 1RM-to-bodyweight ratios differ significantly, and you should consult exercise-specific standards for those lifts.
Most coaches recommend retesting or recalculating your 1RM every four to eight weeks, which aligns with the typical length of a training block. Retesting too frequently can introduce noise from day-to-day variation in performance, while waiting too long means your training percentages may become outdated as you get stronger. A practical approach is to recalculate at the end of each training cycle and update your percentage-based loads accordingly.
Beyond 15 repetitions, the relationship between submaximal endurance performance and true one-rep max strength breaks down significantly. The prediction error of all standard 1RM formulas grows rapidly above 15 reps, to the point where the results would be misleading rather than helpful. If your goal is to estimate your 1RM, use a weight that limits you to 15 reps or fewer — ideally 6 reps or fewer for maximum accuracy.
Many experienced coaches, particularly those using Wendler's 5/3/1 system, recommend setting your 'training max' at 90% of your predicted 1RM. This conservative buffer ensures you can always complete programmed rep targets with high-quality technique, even on sub-optimal training days. It also provides room for progress within a cycle before you need to retest. If you are new to percentage-based programming, starting with 90% of your estimated 1RM is the safer and more productive approach.

Sources & References

Last updated: 2026-06-05

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Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: Standard Mathematical References

by Various

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.

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