Analyzing Drug Concentration in a Patient's Bloodstream Model
It appears that you've shared an image depicting a mathematical model concerning the concentration of a drug in a patient's bloodstream over time. The model provided is \( D(t) = 50e^{-0.2t} \), where \( D(t) \) represents the number of milligrams of the drug remaining in the patient’s bloodstream after \( t \) hours.
In order to solve any problems using this equation, I would need the specific question you are looking to answer. This could involve finding the amount of drug remaining after a certain number of hours, the rate at which the drug is metabolizing at a certain time, or the time it takes for the drug concentration to fall to a certain level. Please provide the specific question you need help with.
