Question 6 A patient takes chronic medication every morning at 6 : 00. The quantity of the drug in the bloodstream of the patient is given by the function: C= g(t) = 20 + 5e 0.026-1)°, If C'is measured in milligrams and t in minutes since 6 : 00 i What is the quantity of the drug in the bloodstream at 6 : 00? ii At what rate is the quantity of the drug in the bloodstream changing at 10 : 00? iii At what time does the quantity of the drug in the bloodstream reach a maximum? What is the maximum quantity of the drug in the bloodstream?

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter12: Conic Sections
Section12.1: Parabolas
Problem 5E
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Question 6
A patient takes chronic medication every morning at 6 : 00.
The quantity of the drug in the bloodstream of the patient is given by the function:
C = g(t) = 20 + Se-026-1)° , If C'is measured in milligrams and in minutes since 6 : 00
i What is the quantity of the drug in the bloodstream at 6 : 00?
ii At what rate is the quantity of the drug in the bloodstream changing at 10 : 00?
iii At what time does the quantity of the drug in the bloodstream reach a maximum?
What is the maximum quantity of the drug in the bloodstream?
Question 7
Transcribed Image Text:Question 6 A patient takes chronic medication every morning at 6 : 00. The quantity of the drug in the bloodstream of the patient is given by the function: C = g(t) = 20 + Se-026-1)° , If C'is measured in milligrams and in minutes since 6 : 00 i What is the quantity of the drug in the bloodstream at 6 : 00? ii At what rate is the quantity of the drug in the bloodstream changing at 10 : 00? iii At what time does the quantity of the drug in the bloodstream reach a maximum? What is the maximum quantity of the drug in the bloodstream? Question 7
Question 8
Consider the graphs below, where y = G(x) is the graph of the parabola.
The domain of both of the functions y = G(x) and y = F(x) is (-2.5,3]
Use the graph to find the solution(s) of
i F(x) = G(x)
ii F(x) < G(x)
4
X
Transcribed Image Text:Question 8 Consider the graphs below, where y = G(x) is the graph of the parabola. The domain of both of the functions y = G(x) and y = F(x) is (-2.5,3] Use the graph to find the solution(s) of i F(x) = G(x) ii F(x) < G(x) 4 X
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