Chapter 4: Q. 35 (page 242)
Solve each inequality algebraically.
Short Answer
Solution to the inequality is .
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Chapter 4: Q. 35 (page 242)
Solve each inequality algebraically.
Solution to the inequality is .
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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

If a rational function is proper, then______ is a horizontal
asymptote.
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

The domain of every rational function is the
set of all real numbers.
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