MHMW

Why TDEE calculators disagree

Two TDEE calculators given the same body disagree for three reasons: which resting equation each uses, which activity multiplier you picked, and whether either of them shows an error band. For one reference body those three account for 157, 1,246 and 552 kcal of spread respectively.

Work it out with the tdee calculator

Three published resting-energy equations for the same reference body: 80 kg, 180 cm, 30-year-old man, with a lean mass of 61.42 kg from the Boer equation. TDEE column uses the 1.55 multiplier.
EquationResting kcal/dayx 1.55 = TDEEWhat its own source says about precision
Mifflin-St Jeor (1990)1,7802,759within 10% of measured RMR more often than any other equation reviewed (Frankenfield 2005)
Harris-Benedict, revised (1984)1,8542,873about 14% precision for an individual, stated by Roza and Shizgal
Katch-McArdle / Cunningham (1991)1,6972,630inherits whatever error is in the lean-mass figure, multiplied by 21.6
Spread across the three157243-

Cause one: the resting equation, worth about 157 kcal

For the reference body, Mifflin-St Jeor gives 1,780 kcal, the 1984 Roza and Shizgal revision of Harris-Benedict gives 1,854, and Cunningham's equation - the one textbooks call Katch-McArdle - gives 1,697 when fed a lean mass of 61.42 kg from Boer. The spread is 157 kcal, about 9 percent of the smallest figure. Note the conditional in that sentence: Katch-McArdle needs a lean body mass figure, and swapping Boer's estimate for Hume's 57.79 kg drops it to 1,618 and widens the spread to 236. An equation that depends on another estimate inherits that estimate's disagreement too.

Cause two: the activity multiplier, worth about 1,246 kcal

This is the big one, and it is the layer with no source. Running the same 1,780 kcal resting rate up the conventional ladder gives 2,136 at 1.2 and 3,382 at 1.9 - a range of 1,246 kcal a day, eight times the disagreement between the equations underneath. One rung is worth about 312 kcal for this body. Since nobody published the ladder, nobody published an error term for it either, and two calculators that describe the rungs slightly differently in their dropdown will send the same person to different rows in good faith.

Cause three: nobody shows the band, which is worth 552 kcal

Frankenfield 2005 assessed equations by whether they landed within 10 percent of a measured resting rate. Applying that to the reference body turns 1,780 into 1,602 to 1,958, and at the 1.55 multiplier that is a TDEE of 2,483 to 3,035 - a 552 kcal band, more than three times the spread between the three equations people argue about. Most calculators print a single figure to the calorie. The difference between two of those figures is usually smaller than the uncertainty either one is hiding.

What follows from this

A difference between two calculators is a difference of assumptions, not evidence that one is broken. If you want to compare, compare like for like: same equation, same multiplier, same units. If you want a figure you can act on, the estimate is a starting point and the scale is the instrument - a steady intake held for two or three weeks tells you more about your own expenditure than any equation can, because it measures the one body the equations were only averaging over.

Official sources

Frequently asked questions

Why do two TDEE calculators give different answers?
Mostly the activity multiplier, which has no published source and moves the answer by roughly 200 to 300 kcal per rung. Secondarily the resting equation: Mifflin-St Jeor, revised Harris-Benedict and Katch-McArdle span 157 kcal for one reference body.
Which TDEE equation is the most accurate?
For most people, Mifflin-St Jeor: the 2005 review found it landed within 10 percent of a measured resting rate more often than the alternatives. Katch-McArdle can be better when the lean-mass figure came from a real measurement rather than another estimate.
How much does one activity rung change the answer?
About 312 kcal a day for a resting rate of 1,780. The whole ladder from 1.2 to 1.9 spans 1,246 kcal for that body, which is why the dropdown matters more than the equation.
Should I use the Katch-McArdle equation?
Only if your lean body mass came from a measurement such as a DXA scan. Fed an estimated lean mass, it stacks one estimate on another and becomes the least reliable option on the page rather than the most.
Which number should I actually use?
Any of them, as a starting point, then correct it against reality. Holding intake steady for two or three weeks and watching the trend on the scale measures your own expenditure in a way no equation is trying to.

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