One-Rep Max (Epley) Calculator
Estimate your one-rep max with the Epley formula
Result
How it is calculated
The Epley formula estimates the heaviest weight you could lift once from a lighter set done for several repetitions: 1RM = weight × (1 + reps ÷ 30). weight is the load you lifted (shown in kg), above zero, and reps is the number of clean repetitions you completed, at least 1. Each extra rep adds about 3.3% to the weight lifted. The result is an estimate: it assumes the set was taken to or near failure, and accuracy falls as the rep count rises, so sets of about 2 to 10 reps are most reliable. It cannot reflect your technique, fatigue or the exercise chosen. Other formulas give slightly different values.
Worked example
You lift 80 kg for 6 reps. Step 1: reps ÷ 30 = 6 ÷ 30 = 0.2. Step 2: 1 + 0.2 = 1.2. Step 3: 80 × 1.2 = 96. The tool shows 96.00 kg as the estimated one-rep max. Doing 80 kg for just 1 rep would give 82.67 kg, since the formula adds a small amount even for one rep.
Common mistakes
- Using a set with very many reps, such as 20 or 30. The estimate becomes unreliable because endurance, not strength, limits the set.
- Entering reps you stopped far short of failure. If you could have done 4 more, the formula underestimates your max.
- Testing the estimate with a true max attempt unprepared. The number is a guide for planning loads, not a safe target for a single heavy lift.
- Entering weight in pounds. The result is labelled kg, so the number must be in kilograms.
- Treating it as exact across exercises. Squat, bench and deadlift behave differently, so keep separate estimates.
About this calculator
The Epley formula, published by Boyd Epley in 1985, estimates a lifter's true one-rep max from a lighter set taken close to failure: 1RM = weight × (1 + reps ÷ 30). It's built on the observation that strength and endurance trade off in a roughly linear way at moderate rep ranges — lifting a weight for 10 reps implies a 1RM about a third heavier than that weight.
Strength coaches use it so athletes don't have to attempt a genuine, injury-risking single-rep max just to program percentages for the week's training. It's most accurate in the 2–10 rep range; because the formula is linear, it tends to overestimate 1RM once the rep count climbs much higher.
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