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A application of a rational function is young rule find an equation for young rule using rational function?
Young's rule
Is a dosage calculation rule that converts adult dosing requirements for children.
12 is added to the child's AGE, the sum is divided by the child's age, the adult dose is then divide the adult dose by the figure obtained.
For example:
6mg adult dose requirement.
12 + child's age (say 6) = 18
18 divided by 6 = 3
Divide the adult dose by the figure obtained: 6/3 = 2mg or 1/3 the adult dose.
Dave C
I believe the final Function would be A/((x+12)/x)
Where A= Adult Dose and X= age
i don't beieve this is a rational function though because there is 2 variables
What else can I help you with?
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The answer depends on what "these" application problems are!
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