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How to Estimate Your 1RM and Use It to Structure Training

Why 1RM estimation matters for programming, which formula (Epley, Brzycki, Lombardi) to use for different rep ranges, how to build percentage-based training blocks, and why testing above 10 reps loses accuracy.

Md. Qamrul HassanPublished 26 May 20266 min read

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Published on 26 May 2026 and maintained alongside the matching calculator so article guidance and tool logic stay aligned.

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Every serious strength programme — 5/3/1, Westside, GZCLP, powerlifting peaking blocks — is built on one number: your one-rep max. But actually lifting your true 1RM carries a non-trivial injury risk, particularly for newer lifters or during a high-volume training phase. The practical solution is a submaximal set: lift a weight you can move for 2–10 clean reps, then run the result through one of the validated 1RM estimation formulas.

The Six Main Estimation Formulas

Formula
Epley (1985): 1RM = w × (1 + r / 30)
Brzycki (1993): 1RM = w / (1.0278 − 0.0278 × r)
Lombardi (1989): 1RM = w × r^0.10
Mayhew et al. (1992): 1RM = 100w / (52.2 + 41.9 × e^(−0.055r))
O'Conner et al. (1989): 1RM = w × (1 + 0.025 × r)
Wathan (1994): 1RM = 100w / (48.8 + 53.8 × e^(−0.075r))

Where w = load used (kg or lbs), r = reps completed to near-failure

Which Formula Should You Use?

A 2006 study by Reynolds, Gordon and Robergs comparing multiple formulas found no single formula was most accurate across all populations and rep ranges. The Epley formula is most commonly cited in peer-reviewed literature and is a reliable general-purpose choice. Brzycki tends to be slightly more accurate for low-rep sets (1–5 reps) because its linear model tracks closely with actual performance in that range. For 6–10 reps, Epley and Wathan both perform well. The most conservative and reliable approach is to average all six formulas — this is what the CostNest 1RM calculator presents alongside the individual estimates.

Why Accuracy Drops Above 10 Reps

All 1RM formulas assume that the relationship between load and maximum possible reps is predictable. Below 10 reps, this relationship is fairly consistent across trained individuals. Above 10 reps, muscular endurance and fatigue-resistance start contributing significantly to how many reps you can complete. A high-rep specialist might push out 20 reps at 60% of 1RM while a pure strength athlete struggles past 15. The formulas cannot account for this individual difference, so estimates diverge from reality. Use 2–8 rep sets for your estimation input whenever possible.

Using % of 1RM for Training Zones

Formula
NSCA-recommended training intensity zones (Haff & Triplett, 2016):

95–100% 1RM → Maximal strength: 1–2 reps
85–95% 1RM → Near-maximal strength: 2–4 reps
80–85% 1RM → Strength + some hypertrophy: 4–6 reps
67–80% 1RM → Hypertrophy: 6–12 reps
50–67% 1RM → Muscular endurance: 15+ reps

Example: Deadlift 1RM estimate = 150 kg
• Strength day (4×4 at 85%): 4 × 4 × 127.5 kg
• Hypertrophy day (4×8 at 72%): 4 × 8 × 108 kg
• Deload week (3×10 at 60%): 3 × 10 × 90 kg

Tip

Re-test your estimated 1RM every 6–8 weeks, or after completing a dedicated strength block. Percentage-based programming becomes inaccurate if your actual 1RM has shifted and you are still using the old number — either training too light (wasting a strength block) or too heavy (accumulating excessive fatigue). A fresh 3–5 rep test set at the start of each new block takes under 5 minutes and keeps your percentages honest.

Frequently Asked Questions

What is a one-rep max (1RM)?

A one-rep max is the maximum weight you can lift for a single complete repetition with proper form in a given exercise. It is the standard measure of maximal strength in resistance training, used to prescribe training loads as a percentage of 1RM. Directly testing a 1RM requires a warm-up progression and carries a small injury risk, so the estimated 1RM from a submaximal set is a safer and widely used alternative.

Which formula is most accurate?

No single formula is universally most accurate — accuracy depends on the rep range and the individual. The Epley formula (1985, published in Athletic Journal) is the most widely cited in peer-reviewed literature. Brzycki (1993, Strength & Conditioning) tends to be slightly more accurate at low rep counts (1–5), while Epley performs better at moderate rep counts (6–10). For the most reliable estimate, this calculator shows results from six formulas and their average, which reduces the error from any single equation.

Why is the estimate less reliable above 10 reps?

All 1RM estimation formulas assume a consistent linear or curvilinear relationship between load and maximum reps. Above about 10 reps, muscular endurance and local fatigue become significant factors that break this relationship. A well-trained endurance athlete might perform 20 reps at 60% 1RM while a pure strength athlete might only manage 12 — the same formulas applied to both would give very different accuracy. Most research validating 1RM formulas used sets of 2–10 reps.

How should I use my 1RM for programming?

Strength programmes typically prescribe work sets as a percentage of 1RM. Common guidelines (NSCA, 2016) suggest 85–100% for maximal strength (1–5 reps), 67–85% for hypertrophy (6–12 reps), and 50–67% for muscular endurance (15+ reps). For example, if your estimated squat 1RM is 120 kg and your programme calls for 4 sets of 5 at 80%, you would use 96 kg per set.

Does 1RM differ between exercises?

Yes — 1RM is specific to each lift. Your 1RM for the back squat will be different from the leg press, bench press, or deadlift. Each exercise involves different muscle groups, leverage points, and neuromuscular coordination. Always calculate and track 1RM separately for each major lift you are programming.

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