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BMR Calculator

Estimate resting energy needs with the Mifflin–St Jeor equation.

Your numbers

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Estimated resting energy
1,689.6774kcal/day

Calculated from your inputs · rounded for display

Resting energy1,689.6774kcal/day
Activity multiplier1×

An adult population estimate, not a measured metabolic rate or dietary prescription. The equation uses biological sex coefficients; activity multipliers are rough planning assumptions. Not designed for pregnancy, breastfeeding, or clinical use.

Your calculation, step by step

No black boxes
  1. Mifflin–St Jeor: 10 × 74.842741 + 6.25 × 177.8 − 5 × 35 + 5 = 1,689.677411 kcal/day.

How to use this calculator

  1. Enter your own values in the labeled fields. Check the units and assumptions before comparing results. Only the fields needed for your selected calculation mode are shown.
  2. Your answer updates automatically. Review the calculation steps to see exactly how it was calculated.
  3. Copy, share, save, or download your result. Saved inputs stay on this device.

How the calculation works

REE = 10W + 6.25H − 5A + s; s = +5 or −161

Although commonly called a BMR calculator, this equation predicts resting energy expenditure from weight in kilograms, height in centimeters, age, and a sex coefficient. Measured basal and resting metabolism are related but not identical. A population equation cannot replace indirect calorimetry or individualized clinical assessment.

A worked example

For a 35-year-old male at 75 kg and 180 cm: 750 + 1,125 − 175 + 5 = 1,705 kcal/day.

Reading your result

Use the main result together with its units and supporting figures. Display values are rounded; calculations keep their underlying precision. A change in inputs or assumptions can change the answer. Compare the step-by-step working with your intended use before relying on an estimate.

Frequently asked questions

Does this include exercise?

No. It estimates resting needs. Use the TDEE calculator for a rough activity-adjusted estimate.

How precise is the estimate?

Individual metabolism can differ substantially from the equation. Treat the result as an estimate.

Sources & methodology

Mifflin et al. (1990), original research ↗

Formula review: October 24, 2026. Read our methodology.