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BMR Calculator

Estimate how many calories your body uses at complete rest, compare three published equations side by side, and see what that becomes at different activity levels.

Units
Sex (for the formula)
Height

If you know it, adds the Katch-McArdle equation, which works from lean mass.

Result

Your basal metabolic rate

1,376 kcal/day

Mifflin-St Jeor estimate of the energy your body uses at complete rest over 24 hours.

Mifflin-St Jeor (1990)
1,376 kcal/day
Harris-Benedict, revised (1984)
1,437 kcal/day
Katch-McArdle (lean mass)Enter your body fat percentage to use this equation.
Show the working
  1. Height in centimeters65 in × 2.54 = 165.1 cm
  2. Weight in kilograms150 lb × 0.45359237 = 68.04 kg
  3. Mifflin-St Jeor: 10 × kg + 6.25 × cm − 5 × age, then + 5 (male) or − 161 (female)10 × 68.04 + 6.25 × 165.1 − 5 × 35 − 161 = 1,376 kcal/day
  4. Revised Harris-Benedict447.593 + 9.247 × 68.04 + 3.098 × 165.1 − 4.33 × 35 = 1,437 kcal/day

For adults. The equations predict averages for groups of people, so your measured rate can differ by 10% or more. Not intended for pregnancy, anyone under 18 or people with medical conditions that affect metabolism.

Daily calories by activity level

Sedentary (× 1.2)Mostly sitting, little or no exercise
1,651 kcal/day
Lightly active (× 1.375)Light exercise or sport 1–3 days a week
1,892 kcal/day
Moderately active (× 1.55)Moderate exercise or sport 3–5 days a week
2,133 kcal/day
Active (× 1.725)Hard exercise or sport 6–7 days a week
2,374 kcal/day
Very active (× 1.9)Hard daily training, or a physical job plus exercise
2,614 kcal/day

Your Mifflin-St Jeor BMR of 1,376 kcal multiplied by each factor. The multipliers are conventions, not measurements, so treat these as starting points.

Results are general estimates for healthy adults and are not medical advice. Talk to a doctor or registered dietitian about your own health.

What basal metabolic rate measures

Basal metabolic rate (BMR) is the energy your body spends in a day just to stay alive while completely at rest: breathing, pumping blood, keeping organs working and holding body temperature steady. It does not include digesting food, walking around or exercise.

In a laboratory, BMR is measured by indirect calorimetry — recording how much oxygen you use and carbon dioxide you breathe out — after an overnight fast, lying still in a quiet, comfortably warm room. Most people never have that test, so calculators estimate it from body size, age and sex using equations fitted to groups of people who were measured.

Strictly, the equations on this page predict resting energy expenditure, measured under slightly less strict conditions than a true basal test. The two terms are used interchangeably in practice, and this calculator does the same.

Why the calculator asks for sex. The published equations were fitted separately to data from men and from women, so they need to know which set of coefficients to apply. They were not developed or tested for people whose body composition doesn’t match either group (for example during gender-affirming hormone therapy); in that case, the results are less certain and a clinician can advise which estimate to use.

The three BMR equations

Mifflin-St Jeor (1990) is the main result. It was derived from 498 healthy adults aged 19 to 78, both normal-weight and obese, whose resting energy expenditure was measured:

BMR = 10 × W + 6.25 × H − 5 × A + 5 (men) or − 161 (women)

W
weight in kilograms
H
height in centimeters
A
age in years

Harris-Benedict dates from 1919. Roza and Shizgal refitted it in 1984 on the original data plus 98 further subjects, giving the revised version used here:

Men: BMR = 88.362 + 13.397 × W + 4.799 × H − 5.677 × A

Women: BMR = 447.593 + 9.247 × W + 3.098 × H − 4.330 × A

Katch-McArdle ignores sex and age and uses lean body mass (everything that isn’t fat), the single strongest predictor of resting energy use. The same equation was proposed by Cunningham in 1991 from a review of studies:

BMR = 370 + 21.6 × LBM, where LBM = W × (1 − body fat %)

To estimate total daily calories, BMR is multiplied by an activity factor. The factors below are the conventional ones used with these equations; they are rules of thumb rather than measured values:

Activity levelMultiplierTypical week
Sedentary1.2Mostly sitting, little or no exercise
Lightly active1.375Light exercise 1–3 days
Moderately active1.55Moderate exercise 3–5 days
Active1.725Hard exercise 6–7 days
Very active1.9Hard daily training or a physical job plus exercise

For comparison, the FAO/WHO/UNU expert report on human energy requirements describes typical physical activity levels of 1.40–1.69 × BMR for sedentary or lightly active lifestyles, 1.70–1.99 for active ones and 2.00–2.40 for vigorous ones. The 1.2 factor is therefore a low, cautious figure for someone who moves very little.

Worked example

A 35-year-old woman who is 5 ft 5 in tall and weighs 150 lb:

  1. Height: 65 in × 2.54 = 165.1 cm. Weight: 150 lb × 0.45359237 = 68.04 kg.
  2. Mifflin-St Jeor: 10 × 68.04 + 6.25 × 165.1 − 5 × 35 − 161 = 680.4 + 1,031.9 − 175 − 161 = 1,376 kcal/day
  3. Revised Harris-Benedict: 447.593 + 9.247 × 68.04 + 3.098 × 165.1 − 4.330 × 35 = 1,437 kcal/day
  4. If her body fat is 30%: lean mass = 68.04 × 0.70 = 47.63 kg, and Katch-McArdle gives 370 + 21.6 × 47.63 = 1,399 kcal/day
  5. Daily calories from the Mifflin-St Jeor figure: 1,651 (sedentary), 1,892 (lightly active), 2,133 (moderately active), 2,374 (active) and 2,614 kcal (very active).

The three equations land within about 60 kcal of each other here. The gap is often wider for heavier people: for a 45-year-old man who is 180 cm tall and weighs 110 kg, Mifflin-St Jeor gives 2,005 kcal and revised Harris-Benedict 2,170 kcal. Neither is exact, which is a useful reminder of how approximate any single figure is.

Who these equations are not for

  • Children and teenagers. The equations were built on adults (Mifflin-St Jeor on ages 19–78). Growth adds energy needs that they don’t capture.
  • Pregnancy and breastfeeding. Both raise energy needs in ways the equations don’t include.
  • Athletes and very muscular people. Weight-based equations tend to underestimate BMR when a lot of the weight is muscle. Katch-McArdle, with an accurate body fat measurement, usually fits better.
  • Medical conditions. Thyroid disorders, fever, injury, recent surgery, some medications and malnutrition all change metabolism. Roza and Shizgal found Harris-Benedict unreliable in malnourished patients.
  • Groups missing from the data. A 2005 systematic review noted that older adults and US ethnic minorities were under-represented both when these equations were developed and when they were tested.

A BMR estimate is a planning figure, not a diagnosis. To turn it into a daily calorie target for maintaining, losing or gaining weight, use the calorie calculator. If you don’t know your body fat, the body fat calculator gives a tape-measure estimate.

Frequently asked questions

Which BMR equation is the most accurate?

A 2005 systematic review for the American Dietetic Association found Mifflin-St Jeor the most reliable of the common equations: it predicted resting metabolic rate within 10% of the measured value in more people, normal-weight and obese, than the alternatives. That is why it is the main result here. Katch-McArdle can do better for lean, muscular people if their body fat is measured accurately.

Why do the three equations give different numbers?

They were fitted to different groups of people at different times. Harris-Benedict comes from measurements published in 1919, refitted in 1984; Mifflin-St Jeor was fitted in 1990 to 498 adults including people with obesity; Katch-McArdle uses only lean mass. Each is an average, so they disagree by tens to a couple of hundred calories.

Should I eat my BMR in calories?

No. BMR is only what your body burns lying still. Walking, working, exercise and digesting food all add to it, so your daily needs are higher. The activity table multiplies BMR to estimate daily needs, and the calorie calculator turns that into targets for your goal.

Why does BMR fall with age?

On average people lose lean tissue and gain fat as they get older, and lean tissue uses more energy at rest. The Mifflin-St Jeor equation captures this as 5 kcal less per year of age for the same height and weight. Staying active and strength training help preserve lean mass.

Do men and women with the same measurements have a different BMR?

In the Mifflin-St Jeor equation the difference is a fixed 166 kcal a day, because on average men carry more lean mass at the same height and weight. Katch-McArdle has no sex term: if two people have the same lean mass, it gives the same result.

Sources

Last reviewed September 15, 2026