Body Surface Area Calculator

Calculate body surface area (BSA) using the Du Bois and Mosteller formulas. Free, instant, no signup.

Formula: Du Bois: BSA = 0.007184 × weight(kg)^0.425 × height(cm)^0.725

How to use the Body Surface Area Calculator

  1. Enter your values. Fill in the fields with your numbers.
  2. Calculate. Press Calculate to run the body surface area calculator.
  3. Use the result. Copy the result or try a related tool next.

Why use our Body Surface Area Calculator

Instant results. Enter your figures and the body surface area calculator returns an answer in seconds.
Free & private. Runs in your browser — no signup, and nothing is sent to a server.
Accurate. Uses standard formulas so you can rely on the numbers.

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About the Body Surface Area Calculator

The Body Surface Area Calculator estimates the total external area of your body in square metres (m2) from two simple measurements: your height and your weight. Body surface area, or BSA, is widely treated as a better proxy for metabolic mass than weight alone because it tracks more closely with organ size, blood volume, and how the body processes substances. Clinicians lean on it for tasks like scaling medication doses, indexing cardiac output to body size, and reporting kidney filtration rates. This tool turns the standard published equations into an instant result so you can check a figure without doing the exponents by hand.

Reach for this calculator any time a number needs to be related to body size rather than weight. The most familiar use is chemotherapy and other cytotoxic drug dosing, where doses are commonly expressed in milligrams per square metre and multiplied by the patient's BSA. It is also used to compute the cardiac index (cardiac output divided by BSA, normal range roughly 2.5 to 4.0 L/min/m2) and to normalise estimated glomerular filtration rate to the standard 1.73 m2 reference body. Students, nurses, and caregivers also use it simply to double-check a value that appears on a chart or in a textbook problem.

Under the hood, the tool applies one of the long-established BSA formulas. The Mosteller formula is the simplest and most popular: BSA = the square root of (height in cm multiplied by weight in kg, divided by 3600). The older Du Bois and Du Bois formula (1916) uses exponents: BSA = 0.007184 x height(cm)^0.725 x weight(kg)^0.425. Other published variants such as Haycock and Gehan-George exist and give very similar answers for typical adults. For reference, average adult BSA is roughly 1.9 m2 for men and 1.6 m2 for women, while a newborn sits near 0.25 m2.

All of the maths runs entirely in your browser, so the height and weight you enter are never uploaded, stored, or shared. On accuracy: BSA is an estimate derived from formulas fitted to limited historical samples, so different equations can differ by a few percent, and the result is most reliable for people of average body composition. It is a useful planning and learning figure, not a clinical decision in itself. Any real medication dose, cardiac, or kidney assessment should be confirmed by a qualified healthcare professional using validated tools and the patient's full clinical picture.

Frequently asked questions

Which BSA formula does this calculator use?

It is built around the Mosteller formula, BSA = square root of ((height in cm x weight in kg) / 3600), which is the most widely used method because it is simple and accurate for both adults and children. The older Du Bois formula gives nearly identical results for typical body sizes.

What is a normal body surface area?

There is no single normal value because BSA scales with size, but the average adult is roughly 1.9 m2 for men and 1.6 m2 for women. A newborn is about 0.25 m2 and a five-year-old child around 0.75 to 0.8 m2.

Why is BSA used to calculate medication doses?

BSA correlates better than body weight with metabolic rate, blood volume, and organ function, so it gives a more consistent estimate of how a drug will be distributed. Many chemotherapy and cytotoxic agents are therefore prescribed in milligrams per square metre multiplied by the patient's BSA.

Do the different BSA formulas give different answers?

They agree closely for average adults, typically within a few percent of each other. Larger differences can appear at the extremes of height and weight, which is one reason BSA is treated as an estimate rather than an exact measurement.

Should I enter height and weight in metric or imperial units?

The standard formulas use centimetres and kilograms, and BSA is reported in square metres. If you only know your measurements in feet, inches, and pounds, convert them first or use the unit options provided so the result stays accurate.

From our blog

How to Use a CAGR Calculator to Compare Investments Fairly

By the Super Simple Digital Tools Team · Updated June 2026

Compound Annual Growth Rate sounds technical, but the idea is simple: it is the steady yearly pace that would take your starting amount to your ending amount over a set number of years. Real investments rarely grow at a fixed rate, but CAGR gives you a single, comparable number that strips out the noise of good years and bad years. That makes it the go-to metric whenever someone wants to say how fast something grew without listing every annual figure.

To use the calculator, gather three things: where the value started, where it ended, and how long that took in years. Suppose a fund grew from 10,000 to 16,000 over four years. Enter those numbers and the tool computes (16,000 / 10,000) ^ (1/4) - 1, which is roughly 12.5 percent per year. You did not earn exactly 12.5 percent in any single year, but that rate, compounded annually, reproduces the same finishing balance.

The most valuable thing CAGR does is let you compare options that ran for different lengths of time. A stock held for three years and a property held for seven cannot be compared by raw profit alone, because the longer hold had more time to grow. Annualizing both to a CAGR puts them on the same yearly scale, so you can judge which one actually grew faster per year rather than which one simply had longer to add up.

The classic mistake is confusing CAGR with the simple average of yearly returns. If an investment gains 50 percent one year and loses 50 percent the next, the arithmetic average is zero, yet you have actually lost money: 100 becomes 150, then 75. CAGR captures that reality because it multiplies the periods together instead of adding them, which is exactly why serious performance reporting leans on the geometric measure.

Treat CAGR as a clean summary, not the whole story. It deliberately ignores the bumps along the way, says nothing about risk or volatility, and assumes you neither added nor withdrew money during the period. For a true measure of an account with regular contributions, you would need a money-weighted return instead. Used for what it is, though, CAGR is one of the fastest, clearest ways to express and compare long-run growth.

  • Make sure your start and end values cover exactly the period you intend; including or excluding a partial year quietly shifts the result.
  • For sub-year spans, convert months to a decimal of a year (eight months = 0.667) so the calculator annualizes the rate correctly.
  • When comparing two investments, always annualize both to CAGR rather than comparing total percentage gains over unequal time frames.
  • Pair a high CAGR with a look at the underlying year-by-year returns, since the smoothed figure can hide sharp drops and recoveries along the way.

Read the full guide →

Tool by the Super Simple Digital Tools Team. Reviewed by our editorial team. Free to use, no signup required.

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