Using the exponential decay formula as per lab 6, a drug is administered every few hours in regular dose sizes. The drug is neutralized at an exponential rate with a decay rate constant k hr-. Not all...


Using the exponential decay formula as per lab 6, a drug is administered every few hours in regular<br>dose sizes. The drug is neutralized at an exponential rate with a decay rate constant k hr-. Not all of<br>the drug is neutralized before the next dose is administered. Denote by A(t) the amount of drug in the<br>patient's system at time t hours. Suppose that the eventual maximum residual drug level is<br>ее -0.3<br>-0.3 ·<br>The closed form of the series representation of the residual drug level (for n doses) is:<br>a)<br>el.3<br>-0.3–1<br>b) 20.3–1<br>c) el-(e-0.3)n]<br>1-e-0.3<br>d)<br>el.3<br>e0.3 –<br>-0.3 [1-(e-0.3)

Extracted text: Using the exponential decay formula as per lab 6, a drug is administered every few hours in regular dose sizes. The drug is neutralized at an exponential rate with a decay rate constant k hr-. Not all of the drug is neutralized before the next dose is administered. Denote by A(t) the amount of drug in the patient's system at time t hours. Suppose that the eventual maximum residual drug level is ее -0.3 -0.3 · The closed form of the series representation of the residual drug level (for n doses) is: a) el.3 -0.3–1 b) 20.3–1 c) el-(e-0.3)n] 1-e-0.3 d) el.3 e0.3 – -0.3 [1-(e-0.3)"] 1-е-0.3 е) ее -1 f) None of (a) through (e) are correct

Jun 04, 2022
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