11. 800 mg of Ibuprofen stays in the human body for about 24 hours. The rate of which Ibuprofen is metabolized (absorbed by the human body) is about 25% each hour after it is consumed. Write an exponential function that models how much Ibuprofen will remain after x hours. a. f(x) = 800(0.75)* b. f (x) = 800(0.25)* c. f(x) = 800(1.25)* d. f (x) = 800(25)*

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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11. 800 mg of Ibuprofen stays in the human body for about 24 hours. The rate of which Ibuprofen is
metabolized (absorbed by the human body) is about 25% each hour after it is consumed. Write an exponential
function that models how much Ibuprofen will remain after x hours.
a. f(x) = 800(0.75)*
b. f (x) = 800(0.25)*
c.f (x) = 800(1.25)*
d. f(x) = 800(25)*
2021 &lluminate Education T Inc.
MA
Transcribed Image Text:pols 11. 800 mg of Ibuprofen stays in the human body for about 24 hours. The rate of which Ibuprofen is metabolized (absorbed by the human body) is about 25% each hour after it is consumed. Write an exponential function that models how much Ibuprofen will remain after x hours. a. f(x) = 800(0.75)* b. f (x) = 800(0.25)* c.f (x) = 800(1.25)* d. f(x) = 800(25)* 2021 &lluminate Education T Inc. MA
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