A certain drug is being administered intravenously to a hospital patient. Fluid

Question

A certain drug is being administered intravenously to a hospital patient. Fluid containing k = 3 mg/cm3 of the drug enters the patient's bloodstream at a rate of r = 60 cm3/hr. The drug is absorbed by body tissues or otherwise leaves the bloodstream at a rate proportional to the amount present, with a rate constant of p = 0.12 (hr)-1.

Assuming that the drug is always uniformly distributed throughout the bloodstream, write a differential equation for the amount of the drug that is present in the bloodstream at any time. Your answer should be an expression in terms of q (in milligrams) and t (in hours).


dq/dt= ?

Explanation / Answer

dq/dt = qe^-t

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