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Health in Plain

BMR Calculator for Men — Male Metabolic Rate

The male version of the Mifflin-St Jeor equation is the standard equation with + 5 on the end. That is the entire difference — there is no separate men’s formula. Enter age, weight and height:

Your basal metabolic rate (Mifflin-St Jeor)

1,618kcal/day

This is the energy your body burns at complete rest, just to stay alive.

How we got this number

The male formula, worked out

BMR = 10 × weight (kg) + 6.25 × height (cm) − 5 × age (years) + 5

The equation runs on metric units, so convert before you substitute. A 35-year-old man at 180 lb and 5 ft 10 in: 180 ÷ 2.205 = 81.6 kg, and 70 in × 2.54 = 177.8 cm.

10 × 81.6 + 6.25 × 177.8 − 5 × 35 + 5 = 816 + 1,111 − 175 + 5 = 1,757 kcal/day

A heavier, taller man — 220 lb and 6 ft 2 in at the same age, which is 99.8 kg and 188.0 cm — comes out at 998 + 1,175 − 175 + 5 = 2,003 kcal/day. Roughly 250 kcal of resting difference for 40 lb and four inches. If the conversion step is where you would rather not risk a slip, the pounds to kg and feet and inches to meters pages handle it.

The 166 kcal that separates the sexes

The familiar “+5 for men, −161 for women” hides how small the difference really is. In the regression Mifflin and colleagues actually published, sex enters once, as a single term:

REE = 9.99 × weight + 6.25 × height − 4.92 × age + 166 × sex − 161, with sex coded 1 for males and 0 for females.

So the whole male-female gap in this equation is 166 kcal a day, flat, independent of size. And it is a proxy, not a cause. The 2023 Dietary Reference Intakes are explicit that once body composition is controlled for, sex shows minimal independent effect on resting metabolic rate. What the constant is really encoding is that men in the fitting sample carried more fat-free mass than the women did, at the same recorded weight.

Which leads to the equation’s real blind spot.

What the equation cannot see about you

Fat-free mass accounts for 60 to 80% of the variation in resting energy expenditure between individuals; body weight alone explains only about half. The equation takes the half it can measure and approximates the rest with a sex constant.

The consequence is concrete. Two men, both 180 lb, both 5 ft 10 in, both 35 — one carrying considerable muscle and 12% body fat, the other sedentary at 28% — get the same 1,757 kcal from this page. Their measured resting rates would differ. Body composition, not the calculator, is what separates them, and BMI vs body fat percentage explains why the scale cannot tell you which case you are.

The age term is a straight line through a curve

The formula charges you 5 kcal per year, every year, from 19 to 78. The measured trajectory is not that shape. Size-adjusted energy expenditure declines through adolescence, reaches adult level around age 20, stays stable through about 60, and only then falls as fat-free mass and organ metabolism decline.

In other words, a man’s resting rate does not begin a steady annual descent at 30. What tends to descend at 30 is his lean mass and his daily movement, and the equation’s age coefficient is absorbing both. That is a hopeful reading rather than a pessimistic one, because both of those respond to training. The BMR calculator for seniors covers where the curve actually bends.

From resting to a food plan

The number above is a floor, not a budget — it excludes every step you take. Multiply it by an activity factor to reach total daily expenditure before planning anything; the BMR vs TDEE page shows how large that step is. If you want to compare equations, the older Harris-Benedict calculator reads about 5% higher for the same man, and the main BMR calculator explains where these numbers come from.

This content is informational and does not replace evaluation by a physician or registered dietitian.

Frequently asked questions

What is the BMR formula for men?

Mifflin-St Jeor for males: 10 × weight (kg) + 6.25 × height (cm) − 5 × age (years) + 5. A 35-year-old man at 180 lb and 5 ft 10 in comes out around 1,757 kcal per day.

Why is the male figure higher than the female one?

Men carry more fat-free mass on average, and fat-free mass is what drives resting expenditure. Once body composition is accounted for, sex itself has little independent effect on resting metabolic rate.

How much does the sex term actually add?

In the equation as published, exactly 166 kcal per day — a single flat constant. Splitting it into the familiar + 5 for men and − 161 for women is a rewriting of that one term, not two separate formulas.

Does being muscular raise the result?

Not in the equation, which only sees total weight. In reality it does: a lifter and a sedentary man at the same weight and height receive identical estimates while burning measurably differently at rest.

Does a man's basal rate fall after 30?

The equation subtracts 5 kcal for every year, but the measured trajectory is flatter than that: size-adjusted expenditure holds steady from roughly 20 to 60 before declining. What usually falls in between is lean mass.

Sources

  1. Mifflin MD, St Jeor ST, Hill LA, Scott BJ, Daugherty SA, Koh YO. A new predictive equation for resting energy expenditure in healthy individuals. Am J Clin Nutr, 1990;51(2):241-7
  2. Factors Affecting Energy Expenditure and Requirements — Dietary Reference Intakes for Energy, National Academies of Sciences, Engineering, and Medicine, 2023

Written by Lucas Silva · Reviewed by Lucas Silva · Updated on August 13, 2026