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What are your true
maintenance calories?

Generic TDEE formulas only guess at the average person your size. This calculator back-calculates your real maintenance from what you actually ate and how your weight actually moved — the single most accurate method there is.

iPhone · iOS 17 +

Calculator

Adaptive TDEE Calculator

kcal
lb
lb
days
Your true maintenance (TDEE)2,775kcal/day
Weekly rate−0.75lb/week
Daily energy balance-375kcal

In plain English

You ate about 2,400 kcal/day but lost 0.75 lb/week, so your true maintenance is about 2,775 kcal/day.

This back-calculates maintenance from the energy-balance approximation (3500 kcal/lb, 7700 kcal/kg). Use a 1–2 week average of consistent, same-condition weigh-ins so day-to-day water swings don't distort the trend.

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The science

Why a formula can't know your TDEE
but your scale can

Every standard TDEE tool — Mifflin-St Jeor, Harris-Benedict, Katch-McArdle — is a regression equation. It was fitted to a large group of people and outputs the calorie burn of the average person of your height, weight, age and sex. The problem is that you are not the average. Two people with identical stats can differ by 10–15% in real expenditure thanks to muscle mass, NEAT (unconscious movement and fidgeting), digestion, thyroid output and plain genetic variation. A formula is blind to all of it.

Your body is not. If you eat a fixed amount and your weight drifts down, you were in a deficit — full stop — and your true maintenance is higher than you ate. Drift up, and it is lower. Measuring that drift against your logged intake back-calculates the one number a formula can only guess at. This is the most accurate method available because it uses your actual metabolic response instead of a population stand-in.

The math:

  • Weight change = current − starting weight
  • Daily balance = (weight change × kcal/unit) ÷ days
  • True TDEE = average intake − daily balance

The kcal/unit term is the energy-balance approximation: roughly 3500 kcal per pound (7700 kcal per kilogram) of body-mass change. It is an approximation, not a law — early in a diet some of the change is water and glycogen rather than fat, and metabolic adaptation can nudge expenditure over longer spans. Two safeguards keep it honest: use a 1–2 week average of consistent, same-condition weigh-ins so daily water noise cancels out, and treat the result as a rolling estimate you re-check often rather than a permanent verdict.

That last point is exactly how Zenith's adaptive engine works. Instead of pinning you to a static formula on day one, it watches your real intake and weight trend and recomputes your maintenance every week — automatically tightening your calorie and macro targets as your body responds. This calculator is a one-shot version of that same loop.

Worked examples

Two real calculations, step by step

Scenario 1 — dieting

Ate 2,400 kcal/day, dropped 80 → 79.55 kg over 7 days

Weight change = 79.55 − 80 = −0.45 kg

Energy = −0.45 × 7700 = −3,465 kcal

Daily balance = −3,465 ÷ 7 = −495 kcal/day (deficit)

TDEE = 2,400 − (−495)

= 2,895 kcal/day true maintenance

Scenario 2 — gaining

Ate 3,000 kcal/day, went 80 → 80.45 kg over 7 days

Weight change = 80.45 − 80 = +0.45 kg

Energy = +0.45 × 7700 = +3,465 kcal

Daily balance = +3,465 ÷ 7 = +495 kcal/day (surplus)

TDEE = 3,000 − 495

= 2,505 kcal/day true maintenance

FAQ

Common questions

How do I find my real TDEE?

Track your average daily intake for one to two weeks while you weigh yourself consistently, then compare your weight change to what you ate. If you lost weight you were in a deficit, so your true maintenance is higher than your intake; if you gained, it is lower. This calculator does that arithmetic for you using the energy-balance approximation (3500 kcal per pound, 7700 per kilogram). It is the most accurate method because it uses your actual body's response instead of a population average.

Why is my calculated TDEE wrong?

Formula-based estimates like Mifflin-St Jeor or Harris-Benedict are regression equations fitted to large populations. They predict the average person of your height, weight, age and sex — but real individuals routinely land 10–15% above or below that average because of differences in muscle mass, NEAT (fidgeting and spontaneous movement), thyroid function, digestion and activity tracking error. A static formula can never see those differences. Measuring your own weight trend against your own intake does.

How long should I track?

A minimum of 7 days, but 14 is better. Body weight bounces day to day from water, sodium, carbohydrate stores and gut contents — swings that can easily exceed a pound and hide your real trend. Averaging over a full one to two weeks lets that noise cancel out so the underlying signal (true energy balance) shows through. The longer and more consistent your window, the more accurate the result.

Does water weight matter?

Day to day, yes — water is the single biggest source of noise in scale weight, which is exactly why you should use a multi-day average rather than two single readings. Weigh yourself under the same conditions each time (first thing in the morning, after the bathroom, before eating or drinking) and let a 1–2 week window smooth out the daily swings. Over that span, genuine fat or muscle change dominates and water noise largely averages to zero.

Is the 3500 kcal per pound rule exact?

No — it is an approximation. It assumes the weight you lose or gain is roughly the energy density of body tissue, but early in a diet a chunk of change is water and glycogen rather than fat, and metabolic adaptation can shift expenditure over longer periods. That is why this is best used as a rolling estimate that you re-check every week or two, not a one-and-done number. Zenith's adaptive engine does exactly this continuously.

Set it and forget it

Stop guessing your calories.
Let Zenith adapt them.

This calculator is a snapshot. Zenith runs the same back-calculation every week from your logged food and weight, automatically dialing in your true maintenance and macros as your body changes.

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MC

Marcus Chen

NSCA-CPT, MS Exercise Science · Reviewed June 2026