The decay rate of a drug describes how long it takes the drugs effects to wear off. The decay rate of Aspirin is modeled by the equation A=A0 (2.713-0.277t) , where A is the amount of drug remaning in the blood, A0 is the initial dosage, and t is the time in hours. If the patient is initially given a 500 mg dose of Aspirin, how many milligrames remain in the bloodstream 6 hours alter? Round your answer to the nearest milligram. (You gave me the answer for this question,but there is one more) What percent of the original does has decayed over the 6 hours?
The decay rate of a drug describes how long it takes the drugs effects to wear off. The decay rate of Aspirin is modeled by the equation A=A0 (2.713-0.277t) , where A is the amount of drug remaning in the blood, A0 is the initial dosage, and t is the time in hours. If the patient is initially given a 500 mg dose of Aspirin, how many milligrames remain in the bloodstream 6 hours alter? Round your answer to the nearest milligram. (You gave me the answer for this question,but there is one more) What percent of the original does has decayed over the 6 hours?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The decay rate of a drug describes how long it takes the drugs effects to wear off. The decay rate of Aspirin is modeled by the equation A=A0 (2.713-0.277t) , where A is the amount of drug remaning in the blood, A0 is the initial dosage, and t is the time in hours. If the patient is initially given a 500 mg dose of Aspirin, how many milligrames remain in the bloodstream 6 hours alter? Round your answer to the nearest milligram. (You gave me the answer for this question,but there is one more)
What percent of the original does has decayed over the 6 hours?
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