How TDEE Is Calculated
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Tip: Check the formula, units and added assumptions separately. Correct arithmetic does not establish clinical accuracy for a particular person.
The Mifflin-St Jeor Equation
The original study derived a resting-energy equation from 498 healthy people aged 19–78, including men and women. Its simplified sex-specific equations are:
Male reference: REE = 10 × weight (kg) + 6.25 × height (cm) − 5 × age (years) + 5.
Female reference: REE = 10 × weight (kg) + 6.25 × height (cm) − 5 × age (years) − 161.
Original abstract, population and simplified equations
The study describes resting energy, not a complete daily-total equation with this website's activity factors. Its finding about Harris–Benedict overestimation in that sample should not be rewritten as a universal five-percent accuracy advantage in every population.
The form uses the original binary reference equations. That identifies the model, not a complete biological assessment for every reader. It also does not validate pediatric use, illness-specific treatment or pregnancy and lactation targets merely because a value can be entered.
Activity Multipliers
This website offers the following model assumptions after estimating resting energy:
| Selected factor | Arithmetic applied |
|---|
| 1.20 | Resting estimate × 1.20 |
| 1.375 | Resting estimate × 1.375 |
| 1.55 | Resting estimate × 1.55 |
| 1.725 | Resting estimate × 1.725 |
| 1.90 | Resting estimate × 1.90 |
They are not supplied by the original Mifflin paper, and the guide does not verify an exact workout-frequency mapping. Descriptions such as “moderately active” are model-selection labels, not findings that your total expenditure has been measured.
Sensitivity example: For an assumed resting value of 1,600, the factors above produce 1,920; 2,200; 2,480; 2,760; and 3,040 kcal/day. Merely changing a selection produces a 1,120-kcal spread. That demonstrates the consequence of the assumptions, not five possible prescriptions of equal personal validity.
A Worked Example
Retain the original hypothetical 30-year-old woman at 70 kg and 167 cm. Apply the female reference equation:
- Weight term: 10 × 70 = 700.
- Height term: 6.25 × 167 = 1,043.75.
- Age term: 5 × 30 = 150.
- Combine with the female constant: 700 + 1,043.75 − 150 − 161 = 1,432.75 kcal/day.
That is the model's resting estimate. Now assume, rather than derive from four workout days, a factor of 1.55:
1,432.75 × 1.55 = 2,220.7625 kcal/day, or 2,221 if rounded to the nearest whole kcal. The original 2,220 display truncated the result rather than using that rounding convention.
Using the same inputs with 1.375 gives 1,970.03125, and with 1.725 gives 2,471.49375. The formula inputs did not change; the extra assumption did. Retain the factor with the result so that another person can reproduce the calculation.
Why These Are Estimates
An equation uses coefficients fitted to data. It is not a measurement of your body's energy use on the day you enter your details. The former ±10–20% blanket accuracy claim and fixed difference between any two identical-input people were not verified for every reader.
Input sensitivity is not biological change: In the simplified formula, adding an assumed 1 kg while holding other inputs fixed adds 10 kcal to the resting estimate. At a factor of 1.55, that changes the displayed daily model by 15.5 kcal before rounding. The algebra does not establish that an actual tissue change in a real person has exactly that metabolic effect.
Likewise, the −5 age coefficient means a ten-year change in entered age subtracts 50 from the equation while other inputs are held fixed. It is not a universal clinical rule that every person's metabolism falls by that amount every decade.
Unit checks: 167 cm is not 1.67 in this particular formula, and a weight in pounds must not be entered as kilograms. Use the form's unit labels and conversions. A unit mistake can produce a large error despite mathematically correct operations.