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MasterMath

Pediatric Dose Calculator

The three classic rules give 143, 167 and 240 milligrams for the same child and the same adult dose. Compare them and you will see why dosing is done by kilo today.

Estimated dose

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Estimated dose—
Rule applied—
By weight (Clark)—
By age (Young)—
By months (Fried)—
Spread between rules—

How this was worked out

    Indicative result. These are historical estimation rules, not a regimen. A correct paediatric dose is worked out in milligrams per kilo from the leaflet, and set by whoever prescribes.

    The formula

    Clark = adult dose × weight ÷ 70

    Where it comes from

    Before leaflets carried a dose per kilo, the paediatric dose was estimated by scaling down the adult one. Clark scales by weight against a typical 70-kilo adult, Young by age in years and Fried by months of life. All three are early twentieth-century approximations, and none accounts for the fact that a child's metabolism is not an adult's in miniature: an infant's liver and kidneys work at a different pace.

    How to work it out by hand

    1. Clark: adult dose × weight of the child ÷ 70
    2. Young: adult dose × age in years ÷ (age + 12)
    3. Fried: adult dose × age in months ÷ 150
    4. Compare the three: if they are far apart, none of them is reliable

    What is worth knowing

    The calculator returns all three deliberately, and the gap between the highest and the lowest as well. That gap is the argument: when three methods claiming to compute the same thing differ by a hundred milligrams out of five hundred, what they are telling you is to go and find the real figure. The real figure is the milligrams per kilo on the leaflet, and that is what the other dosage calculator is for. These rules only help when that figure does not exist, which today is almost never.

    Frequently asked questions

    What is Clark's rule?

    Scaling the adult dose by the child's weight against a typical 70-kilo adult.

    Which of the three is best?

    Clark's, because it goes by weight, which is what actually drives the dose. Even so, none replaces the mg/kg on the leaflet.

    Why do they differ so much?

    Because they scale by different variables — weight, years, months — and growth is not proportional across all three.

    Are they still used?

    Very little, and only when no paediatric dose is published. In practice dosing is done in mg/kg.