BMI Calculator
Calculate Body Mass Index from weight and height using the standard kg/m² formula.
Last updated:
What this tool does
This calculator computes Body Mass Index (BMI) using the standard Quetelet equation: weight in kilograms divided by height in meters squared (kg/m²). It requires weight and height as inputs and returns a single numerical BMI value that represents the ratio of mass to stature. BMI is a population-level screening metric; it does not measure body composition directly and may misclassify individuals with high muscle mass or varying body proportions.
Formula Used
Spotted something off? Let us know — we update calculators regularly.
How BMI Calculator works
This calculator computes Body Mass Index by dividing weight in kilograms by the square of height in meters. The tool converts height from centimeters to meters, squares that value, then divides weight by the result. BMI is a population-level screening metric introduced by Adolphe Quetelet in the 1830s and later adopted by public health organizations for large-scale epidemiological studies.
The formula
The calculation follows the standard equation: BMI = weight (kg) / [height (m)]². Height in centimeters is first divided by 100 to convert to meters. That value is squared, then weight in kilograms is divided by the squared height. The result is expressed as kg/m². For example, a person weighing 75 kg and standing 175 cm tall yields 75 ÷ (1.75)² ≈ 24.5 kg/m² (the unrounded value is 24.4898).
Where this method is most accurate
BMI serves as a population-screening tool for weight-related health correlates in sedentary populations with average body composition. The formula assumes a typical ratio of lean mass to fat mass. Individuals with higher-than-average muscle mass—such as strength athletes, bodybuilders, or manual laborers—may register elevated BMI values despite low body fat. Conversely, individuals with low muscle mass may fall within conventional BMI ranges while carrying higher body fat percentages. The metric does not distinguish between fat mass, muscle mass, bone density, or fluid retention.
What this tool does not do
This calculator returns a numerical index; it does not diagnose health conditions, assess body composition, measure body fat percentage, or provide training or nutrition guidance. BMI does not account for fat distribution, skeletal frame size, age-related muscle loss, or athletic adaptation. The tool performs arithmetic based on two inputs and displays the result alongside the WHO classification ranges for reference. Individual health outcomes depend on numerous factors beyond weight-to-height ratio.
Disclaimer
This tool is for educational and informational purposes only. It is not medical, diagnostic, or health advice. Consult a qualified healthcare provider or registered dietitian for personalized assessment. The calculator reflects a mathematical formula and does not replace professional evaluation of body composition, metabolic health, or fitness status.
Questions
- What does BMI measure?
- BMI quantifies the ratio of weight to height squared. It does not directly measure body fat percentage, lean mass, or fat distribution. The metric was designed for population-level epidemiological research, not individual body-composition assessment.
- Why might BMI be inaccurate for athletes?
- Muscle tissue is denser than adipose tissue. Individuals with above-average muscle mass—powerlifters, sprinters, bodybuilders—often register BMI values in ranges typically associated with overweight or obese populations, despite low body fat percentages. The formula does not account for tissue composition.
- Can two people with the same BMI have different body compositions?
- Yes. BMI reflects only weight and height. Two individuals with identical BMI values may have markedly different percentages of fat mass, muscle mass, bone density, and visceral adiposity. Body-composition methods like DEXA, hydrostatic weighing, or skinfold calipers provide more granular data.
- How often was BMI intended to be calculated?
- BMI was developed as a cross-sectional screening tool for large populations. Frequent recalculation is not inherent to the metric's design. Tracking trends over months or years may provide more context than single measurements, though body-composition tools offer more actionable feedback.
- What are the standard BMI classification ranges?
- The World Health Organization defines underweight as <18.5, normal weight as 18.5–24.9, overweight as 25.0–29.9, and obese as ≥30.0 kg/m². These thresholds were derived from Western population studies and may not generalize across all ethnic groups or activity levels.
Sources & Methodology
Body Mass Index = weight in kilograms divided by height in meters squared (kg/m²). The formula was first described by Adolphe Quetelet in 1832 and later standardized by Ancel Keys in 1972 under the name 'body mass index.' Height in centimeters is converted to meters before squaring.
- › Keys A, et al. Indices of relative weight and obesity. J Chronic Dis. 1972;25(6):329-343.
- › World Health Organization. Physical status: the use and interpretation of anthropometry. WHO Technical Report Series 854. 1995.
- › National Heart, Lung, and Blood Institute. Clinical Guidelines on the Identification, Evaluation, and Treatment of Overweight and Obesity in Adults. NIH Publication 98-4083. 1998.
More in Body Composition
View all 10 →- BMR Calculator (Mifflin-St Jeor)Estimate daily resting energy expenditure using the Mifflin-St Jeor equation for males and females.
- Body Fat Percentage (Navy Method)Estimate body fat percentage using tape measurements via the U.S. Navy circumference method.
- TDEE CalculatorEstimate total daily energy expenditure by scaling BMR with an activity factor.
- BMR Calculator (Harris-Benedict)Estimate basal metabolic rate using the 1984 revised Harris-Benedict equation.
- BMR Calculator (Katch-McArdle)Estimate basal metabolic rate using lean body mass instead of age and sex.
- Body Fat Percentage (3-Site Caliper)Estimate body fat percentage from three skinfold sites using the Jackson-Pollock female-protocol equation.