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The function D) 9.-0411 can be used to find the number of miligrams of a certain...
5. The function D(h) = 8e 3h can be used to find the number of milligrams D of a certain drug that is in a patient's bloodstream h hours after the drug has been administered. a. How many milligrams will be present after 4 hours? b. When the number of milligrams reaches 1, the drug is to be administered again. After how many hours will the drug need to be administered?
all of question 5 please 5. The function D(h) = 8e can be used to find the number of milligrams D of a certain drug that is in a patient's bloodstream h hours after the drug has been administered. a. How many milligrams will be present after 4 hours? b. When the number of milligrams reaches 1, the drug is to be administered again. After how many hours will the drug need to be administered?
When a certain medical drug is administered to a patient, the number of milligrams remaining in the patient's bloodstream after t hours is modeled by D(t) = 50e−0.2t. How many milligrams of the drug remain in the patient's bloodstream after 4 hours? (Round your answer to one decimal place.) ______mg
:( O 0,1 points İ Provos Answers SColAlg7 4.2023. My Ask Your Teacher When a certain medical drug is administered to a patient, the number of milligrams remaining in the patient's bloodstream after t hours is modeled by Dit) - 80e.st How many milligrams of the drug remain in the patient's bloodstream after 4 hours? (Round your answer to one decimail place.) 237x mg a Show My Work loptonal
The number of milligrams D(f) of a drug in a patient's bloodstream h hours after the drug is injected is modeled by the following function. The number of milligrams D (n) of a drug in a patient's bloodstream h hours after the drug is injected is modeled by the following function. D(n) = 20e-0.152 Find the initial amount injected and the amount in the bloodstream after 7 hours. Round your answers to the nearest hundredth as necessary. Initial amount: milligrams...
7. 01 points I Previous Answers SPreCalc7 4.2.023 My Notes When a certain medical drug is administered to a patient, the number of milligrams remaining in the patient's bloodstream after t hours is modeled by D(c) 70e0.st, How many milligrams of the drug remain in the patient's bloodstream after 3 hours? (Round your answer to one decimal place.) 13137 |x mg Need Help? Read it Submit Answer Save Progress Practice Another Version
Please show all work in the space provided for credit. 1.) The function D(h) 10e can be used to find the number of milligrams D of a certain a. How many milligrams will be present after 2 hours? b. When the number of milligrams reaches 1, the drug is to be administered again. drug that is in a patient's bloodstream h hours after the drug has been administered Round your answer to one decimal place. After how many hours will...
The number of milligrams D(h) of a drug in a patient's bloodstream h hours after the drug is injected is modeled by the following function. -0.2 D() - 20e Find the initial amount injected and the amount in the bloodstream after 7 hours. Round your answers to the nearest hundredth as necessary. Initial amount: milligrams Amount after 7 hours: milligrams $ ?
A graphing calculator is recommended. A drug is administered to a patient, and the concentration of the drug in the bloodstream is monitored. At time t ≥ 0 (in hours since giving the drug) the concentration (in mg/L) is given by c(t) = 5t/ t2 + 1 . Graph the function c with a graphing device. (Round your answers to two decimal places.) (a) What is the highest concentration of drug that is reached in the patient's bloodstream? (b) How...
**Show all work and label answers for full credit. Box in your final answers." 1. When a person takes an ibuprofen pill, the amount of ibuprofen (in milligrams) in the person's bloodstream can be modeled by the function P(t) = 400(0.71)' where t represents the time in hours after the pill is taken. a. How much ibuprofen is taken initially? (2 pts.) 400 b. According to this model, is the amount of ibuprofen increasing or decreasing over time? (2 pts.)...