The concentration c (micrograms per ml) of a drug in a patient's bloodstreamt minutes after injection is given by C(t)=50t/t^2+25.Use correct units when answering the questions. A) what is c(10) and what is its interpretation? B) Use a graphing tool to sketch a graph of the function. Do you see why it has no vertical asymptotes? From the graph where does the local maximum occur, what is its value and what is the interpretation of these numbers? C) When will the concentration be 3 micrograms per milliliter? Use algebra to answer the question.
The concentration c (micrograms per ml) of a drug in a patient's bloodstreamt minutes after injection is given by C(t)=50t/t^2+25.Use correct units when answering the questions. A) what is c(10) and what is its interpretation? B) Use a graphing tool to sketch a graph of the function. Do you see why it has no vertical asymptotes? From the graph where does the local maximum occur, what is its value and what is the interpretation of these numbers? C) When will the concentration be 3 micrograms per milliliter? Use algebra to answer the question.
The concentration c (micrograms per ml) of a drug in a patient's bloodstreamt minutes after injection is given by C(t)=50t/t^2+25.Use correct units when answering the questions. A) what is c(10) and what is its interpretation? B) Use a graphing tool to sketch a graph of the function. Do you see why it has no vertical asymptotes? From the graph where does the local maximum occur, what is its value and what is the interpretation of these numbers? C) When will the concentration be 3 micrograms per milliliter? Use algebra to answer the question.
The concentration c (micrograms per ml) of a drug in a patient's bloodstreamt minutes after injection is given by C(t)=50t/t^2+25.Use correct units when answering the questions.
A) what is c(10) and what is its interpretation?
B) Use a graphing tool to sketch a graph of the function. Do you see why it has no vertical asymptotes? From the graph where does the local maximum occur, what is its value and what is the interpretation of these numbers?
C) When will the concentration be 3 micrograms per milliliter? Use algebra to answer the question.
D) What is the average rate of change of the function from 1 to 5 and what is its interpretation?
Formula Formula A function f(x) attains a local maximum at x=a , if there exists a neighborhood (a−δ,a+δ) of a such that, f(x)<f(a), ∀ x∈(a−δ,a+δ),x≠a f(x)−f(a)<0, ∀ x∈(a−δ,a+δ),x≠a In such case, f(a) attains a local maximum value f(x) at x=a .
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