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One Rep Max Calculator: 1RM Estimator with Epley, Brzycki & Lombardi Formulas

Last updated June 2025

Your one-rep max (1RM) is the maximum amount of weight you can lift for a single repetition with proper form through a full range of motion. Directly testing a true 1RM places significant stress on your nervous system, connective tissues, and carries genuine injury risk — particularly when training alone in a home gym. This calculator estimates your 1RM from any weight-and-rep combination you can perform safely, using three validated formulas trusted by strength coaches worldwide.

Understanding your estimated 1RM is essential for percentage-based programming, auto-regulated training with RPE (rate of perceived exertion), tracking strength progress over time, and comparing lifts across different rep ranges.


How to Use This Calculator

  1. Enter a weight you have lifted recently with good form.
  2. Enter the maximum number of clean reps you performed (stop 1–2 reps before failure for most accurate estimates).
  3. Select which formula to use, or compare all three.
  4. Review your estimated 1RM and the complete percentage table for programming.

Critical: For accurate results, the weight you enter should be heavy enough that you could not perform more than 2–3 additional reps. A set of 10 reps where you could have done 20 will significantly overestimate your 1RM.


The Calculator

Input Your Lift

InputValue
Weight Lifted
Reps Performed
Formula


Results


The Three Formulas Explained

Epley Formula (1985)

1RM = Weight × (1 + Reps ÷ 30)

The Epley formula is the most widely used 1RM estimation in strength and conditioning. Developed by Boyd Epley, founder of the National Strength and Conditioning Association (NSCA), it performs well across moderate rep ranges (3–10 reps) and slightly overestimates at very high rep ranges (15+).

Best for: General strength training, percentage-based programs, athletes training in the 3–10 rep range.

Brzycki Formula (1993)

1RM = Weight ÷ (1.0278 − 0.0278 × Reps)

Matt Brzycki’s formula produces the most conservative (lowest) estimates of the three, particularly at higher rep ranges. Published in his book A Practical Approach to Strength Training, this formula is preferred by coaches working with populations where safety and joint health are paramount.

Best for: Older athletes, rehabilitation settings, conservative programming, and populations where overestimation carries higher risk.

Lombardi Formula (1989)

1RM = Weight × Reps^0.10

The Lombardi formula is the simplest mathematically and produces the highest estimates, particularly at higher rep ranges. It tends to overestimate for many lifters but can be useful for athletes with exceptional muscular endurance relative to their absolute strength.

Best for: Athletes with high muscular endurance, CrossFit-style training with high-rep barbell work.

Formula Comparison Table

Reps PerformedEpley EstimateBrzycki EstimateLombardi Estimate
3 reps~1.10× weight~1.09× weight~1.12× weight
5 reps~1.17× weight~1.14× weight~1.17× weight
8 reps~1.27× weight~1.21× weight~1.28× weight
10 reps~1.33× weight~1.25× weight~1.33× weight
15 reps~1.50× weight~1.36× weight~1.42× weight

At lower rep ranges (1–5), all three formulas converge. Divergence increases significantly beyond 10 reps, which is why most coaches recommend estimating 1RM only from sets of 10 reps or fewer.


How to Test Your True 1RM Safely

While estimation is sufficient for most training purposes, competitive powerlifters and strength athletes occasionally need to test a true maximum. Follow these safety protocols, especially critical in a home gym without spotters:

Prerequisites Before Testing

The Testing Protocol

Week 1 — Deload: Reduce training volume by 40–50% to ensure full recovery.

Test Day — Warm-up Protocol:

SetRepsIntensityRest
Bar only10–15Very light1 min
Set 15~50% estimated 1RM2 min
Set 23~65% estimated 1RM3 min
Set 31~80% estimated 1RM3 min
Set 41~90% estimated 1RM4–5 min
Set 51100% (new 1RM attempt)5 min
Set 6 (optional)1102–105% (if Set 5 moved well)

Rules for the attempt:

When NOT to Test 1RM


Estimated 1RM vs. True 1RM: When to Use Each

Use Estimated 1RM When:

Test True 1RM When:


Programming Applications

Percentage-Based Training

Percentage-based programs prescribe weights as a percentage of your 1RM. This approach is objective, easily programmable, and widely used in powerlifting and strength athletics.

Common percentage schemes:

WeekIntensitySets × RepsPurpose
165–70%4 × 8Hypertrophy, technique
275%4 × 5Strength base
380%5 × 3Strength building
485%4 × 2Heavy strength
590%3 × 1Peaking
695%+1 × 1Testing/Deload

Rate of Perceived Exertion (RPE) Training

RPE-based training uses subjective effort ratings to auto-regulate training load. This approach accounts for daily fluctuations in readiness and is increasingly popular among intermediate and advanced athletes.

RPEDescriptionReps in Reserve (RIR)
10Maximal effort, no reps left0 RIR
9Hard, could do 1 more1 RIR
8Challenging, could do 2 more2 RIR
7Moderate, could do 3 more3 RIR
6Light, could do 4 more4 RIR

Your estimated 1RM provides the anchor for converting RPE targets to specific weights. For example, a set of 5 reps at RPE 8 (~3 RIR) corresponds to approximately 80–82% of 1RM for most lifters.

Using 1RM to Track Progress

Estimated 1RMs from submaximal training weights provide more reliable progress tracking than infrequent true 1RM tests, which are affected by fatigue, motivation, and testing conditions.

Example tracking:

This shows consistent progress without ever testing a true maximum.


Safety Warnings for Home Gym Training

Training for maximal strength in a home gym requires additional safety considerations compared to commercial facilities:

Essential Safety Equipment

Technique Standards Before Heavy Loading

Before attempting weights above 85% of your estimated 1RM, ensure:

The “Never” Rules


Manual Calculation Guide

Epley Example

You squat 225 lb for 6 reps:

1RM = 225 × (1 + 6 ÷ 30) = 225 × 1.20 = 270 lb

Brzycki Example

You bench press 165 lb for 8 reps:

1RM = 165 ÷ (1.0278 − 0.0278 × 8) = 165 ÷ 0.8054 = 205 lb

Lombardi Example

You deadlift 315 lb for 3 reps:

1RM = 315 × 3^0.10 = 315 × 1.116 = 352 lb


Frequently Asked Questions

Which formula is most accurate? For reps under 5, all formulas are similarly accurate. For 6–10 reps, Epley and Brzycki are most reliable. For 10+ reps, estimates become less reliable regardless of formula.

Can I use this for dumbbell lifts? Yes, but dumbbell 1RMs are inherently less stable than barbell lifts. Consider using the Brzycki (most conservative) formula and never attempt a true 1RM with dumbbells without a spotter.

Should I use my true 1RM or estimated 1RM for programming? Most coaches recommend using a “training max” — 90% of your estimated or true 1RM. This provides a conservative buffer that accounts for daily variation and prevents overreaching.

How often should I recalculate my 1RM? Recalculate when your estimated 1RM changes by more than 5%. For beginners, this may be every 2–4 weeks. Intermediates every 6–8 weeks. Advanced lifters every 3–4 months.

Why does my estimated 1RM from high reps differ from low reps? Muscular endurance and maximal strength are partially independent qualities. Someone who can do 20 reps at 60% has better endurance than someone who can only do 10 reps at 60%, but their 1RMs may be similar.


References

  1. Epley B. “Poundage Chart.” Boyd Epley Workout, 1985.
  2. Brzycki M. A Practical Approach to Strength Training. Masters Press, 1993.
  3. Lombardi VP. Beginning Weight Training. Brown & Benchmark, 1989.
  4. LeSuer DA, et al. “The accuracy of prediction equations for estimating 1RM performance.” Journal of Strength and Conditioning Research, 1997.
  5. Helms ER, et al. The Muscle and Strength Training Pyramid. 2015.
  6. Zatsiorsky VM, Kraemer WJ. Science and Practice of Strength Training. 2nd edition, 2006.

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