The half of life of a drug is the estimation of the time that the amount of a drug takes to be reduced by one-1/2. The symbol t1/2 is used for the 1/2-lifestyles.
The formula that is used to find the 1/2 life of drug is as follows:
\(\ Dosage(t) =\ Dosage(0)\times\ 0.5^{(\frac{t}{T})}\)
Where
go through the stairs outlined under:
Suppose you have the following values:
Find the remaining dosage after 4 hours?
Solution:
Convert Grams to milligrams:
Dosage = 20 × 1000 = 20000 mg
Now, put the given values in the half-life drugs formula:
Dosage(t) = Dosage(0) × 0.5(t / T)
Dosage(t) = 20000 mg × 0.5(4 / 2)
Dosage(t) = 20000 mg × 0.52
Dosage(t) = 20000 mg × 0.25
Dosage(t) = 5000 mg
No, The time that the drug takes to be removed from the body is the half of life at the same time as the drug length is the full time the drug remains within the frame.
A drug approximates takes 4 to 5 half lives to be removed from the frame. while four to half of-lives are exceeded the quantity of the drug goes underneath the clinically applicable concentration and is normally considered removed. in case you double the quantity the removal time additionally will increase.