Chapter 4: Q. 8 (page 234)
In Problems , follow Steps through on page to analyze the graph of each function.
Short Answer
The graph for the function is,

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Chapter 4: Q. 8 (page 234)
In Problems , follow Steps through on page to analyze the graph of each function.
The graph for the function is,

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A steel drum in the shape of a right circular cylinder is required to have a volume of 100 cubic feet.
(a) Express the amount A of material required to make the drum as a function of the radius r of the cylinder.
(b) How much material is required if the drum’s radius is 3 feet?
(c) How much material is required if the drum’s radius is 4 feet?
(d) How much material is required if the drum’s radius is 5 feet?
(e ) Graph . For what value of r is A smallest?
If 3 + 4i is a zero of a polynomial function of degree 5 with real coefficients, then so is _______.
The illustration shows the graph of a polynomial function.

(a) Is the degree of the polynomial even or odd?
(b) Is the leading coefficient positive or negative?
(c) Is the function even, odd, or neither?
(d) Why is necessarily a factor of the polynomial?
(e) What is the minimum degree of the polynomial?
(f) Formulate five different polynomial functions whose
graphs could look like the one shown. Compare yours to those of other students. What similarities do you see?
What differences?
The quotient of two polynomial expressions
is a rational expression.
In Problems 25–30, use the graph shown to find
(a) The domain and range of each function
(b) The intercepts, if any
(c) Horizontal asymptote, if one exists
(d) Vertical asymptotes, if any
(e) Oblique asymptote, if one exists

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