What Is a 1RM Calculator?
Your one-rep max (1RM) is the heaviest weight you can lift for a single
full repetition of an exercise with correct form. Testing it directly
is risky and fatiguing, so most lifters and coaches estimate it
instead using a rep-max formula — this is how to calculate your one
rep max without testing it against a true single-rep attempt. This
calculator supports four established formulas: Epley, Brzycki, Lander,
and Lombardi.
How to Use This Calculator
Enter the heaviest weight you lifted for a clean set, along with how
many reps you completed before reaching failure. Choose a formula and
unit, then calculate. For the most reliable estimate, use a set of 10
reps or fewer — accuracy drops for higher-rep sets. The result table
below shows common training percentages so you can plan your next
session's working weights directly.
1RM Percentage Chart & Training Zones
Knowing your estimated one-rep max is just the baseline. To build an
effective strength and hypertrophy program, you need to apply the
correct percentage of your max to your working sets. Here is how to
use your 1RM to hit your specific fitness goals without overtraining:
- 90%–100% (1–3 reps): Absolute strength. Best for CNS adaptation and peaking for powerlifting meets. Requires maximum intensity and high rest.
- 80%–85% (4–6 reps): Strength & hypertrophy. The sweet spot for building dense muscle and foundational strength.
- 70%–75% (8–12 reps): Hypertrophy (muscle growth). Ideal for maximizing mechanical tension and metabolic stress for muscle building.
- 60%–65% (12–15+ reps): Endurance & speed. Used for dynamic effort (speed work), warm-ups, or muscular endurance.
The 4 Core 1RM Formulas Explained
Not all one-rep max calculators are created equal. Because human
biomechanics and fatigue rates vary, sports scientists have developed
different mathematical models to estimate maximal strength. Here is a
look at the four formulas used in this calculator:
1. Epley Formula (1985)
1RM = Weight × (1 + Reps / 30)
The most widely used baseline in strength training. It assumes a
linear relationship between weight lifted and reps completed.
Best for: general strength estimates and heavy
compound movements (squat, deadlift) in the 1–10 rep range.
2. Brzycki Formula (1993)
1RM = Weight × 36 / (37 − Reps)
Developed by Matt Brzycki, this hyperbolic equation is a gold standard
for powerlifters. As reps increase, it becomes increasingly
conservative to prevent overestimation. Best for:
heavy pressing movements (bench press, overhead press) in the 1–8 rep
range.
3. Lander Formula (1985)
1RM = (100 × Weight) / (101.3 − 2.67123 × Reps)
A precise linear model that provides a stable average between
aggressive and conservative estimates. Best for:
moderate rep ranges (5–12 reps) and lifters wanting a realistic
working max without heavy CNS fatigue.
4. Lombardi Formula (1989)
1RM = Weight × Reps^0.10
A non-linear power function that increases the estimated 1RM by
smaller increments as reps go up. Best for: athletes
with high muscular endurance calculating a max from higher-volume
sets (10+ reps).
Frequently Asked Questions
What is a 1RM calculator?
It estimates the maximum weight you could lift once, based on a lighter weight lifted for multiple reps.
Which 1RM formula is the most accurate?
Different formulas can produce different estimates, especially at higher rep counts. Epley and Brzycki are most commonly used under 10 reps; Lombardi scales more gently for higher-rep sets. Treat any result as an estimate, not a guaranteed maximum.
Can I calculate my 1RM using high repetitions (above 10 reps)?
Yes, but accuracy decreases as reps increase. Lombardi or Lander adjust for fatigue better in that range than Epley or Brzycki.
Does this formula work the same for men and women?
Yes, these are general-population formulas used for both men and women, though minor accuracy differences can appear at higher rep ranges.
Is estimating a 1RM better than testing a true 1-rep max?
For most lifters, estimating from a 3-5 rep max is safer and causes less CNS fatigue than testing a true max.