Chap 18 Review

\[ \newcommand{\dnorm}{\text{dnorm}} \newcommand{\pnorm}{\text{pnorm}} \newcommand{\recip}{\text{recip}} \]

Exercise 1 What is the value of \(f(4)\) when \(f(x) \equiv 2 x + 1\ ?\)

-2       -4       2       4       9      

question id: intro-4

Exercise 2 What is the change in the value of \(f()\) when the input goes from 2 to 4?
Assume \(f(x) \equiv 2 x + 1\)

-4       -2       2       4       9      

question id: intro-5

Exercise 3 What is the rate of change in the value of \(f()\) when the input goes from 2 to 4?
Assume \(f(x) \equiv 2 x + 1\)

-2       -4       2       4       9      

question id: intro-6

Exercise 4 What is the change in the value of \(f()\) when the input goes from 4 to 2?
Assume \(f(x) \equiv 2 x + 1\)

-2       -4       2       4       9      

question id: intro-7

Exercise 5 What is the rate of change in the value of \(f()\) when the input goes from 4 to 2?
Assume \(f(x) \equiv 2 x + 1\)

-2       -4       2       4       9      

question id: intro-8

Exercise 6 What is the rate of change of the function \(f(x) \equiv 3 x - 2\) when the input is 4?

-2       0.3       2       3       10      

question id: intro-9

Exercise 7 What is the change in value of the function \(f(x) \equiv 3 x - 2\) as the input goes from 3 to 3.1?

-2       0.3       2       3       10      

question id: intro-10

Exercise 8 What is the rate of change in value of the function \[f(x) \equiv 3 x - 2\] as the input goes from 3 to 3.1?

-2       0.3       2       3       10      

question id: intro11

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