The graph of f has how many asymptotes Let f (x) = x3 + 13x + 10.Find the requested information for the function f and its graph. When finished, sketch the graph of f, following the directions above, and bring itis due.your discussion section on the day this assignmentThe y-intercept of the graph of f is10The graph of f is symmetric with respect to both axes xRelative maximum value:FDNE VDNE VRelative minimum value:FDNE VDNEfis increasing on the following interval(s):(-0, 0)O (-0, a)O (-0, a]O (a, o)O [a, 0)O (-0, a) U (b, 0)O (-0, a] U [b, 0)O (-0, a) U (b, c)O (-00, a] U (b, c)O (a, b) U (c, 0)O [a, b) U [c, ∞) (k, m) U (n, ∞)O [k, m] U [n, ∞)O (k, m)[k, m]O None of the Abovek = 0m = DNEn = DNEThe graph of f has the following inflection point(s): (x-values in increasing order)10DNEDNEThe graph of f hasO O vertical asymptotesO 1 vertical asymptote2 vertical asymptotesOO horizontal asymptotes1 horizontal asymptoteO 2 horizontal asymptotesO O

Function is not in a rational form. So function has no asymptotes.

Answered: The graph of f has O O vertical…

The graph of f has O O vertical asymptotes O 1 vertical asymptote O2 vertical asymptotes O O horizontal asymptotes O 1 horizontal asymptote O 2 horizontal asymptotes

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter3: Functions

Section: Chapter Questions

Problem 30RE: For the following exercises, use the graphs to determine the intervals on which the functions are...

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Question

The graph of f has how many asymptotes

Let f (x) = x3 + 13x + 10.
Find the requested information for the function f and its graph. When finished, sketch the graph of f, following the directions above, and bring it
is due.
your discussion section on the day this assignment
The y-intercept of the graph of f is
10
The graph of f is symmetric with respect to both axes x
Relative maximum value:
FDNE V
DNE V
Relative minimum value:
FDNE V
DNE
fis increasing on the following interval(s):
(-0, 0)
O (-0, a)
O (-0, a]
O (a, o)
O [a, 0)
O (-0, a) U (b, 0)
O (-0, a] U [b, 0)
O (-0, a) U (b, c)
O (-00, a] U (b, c)
O (a, b) U (c, 0)
O [a, b) U [c, ∞)

(k, m) U (n, ∞)
O [k, m] U [n, ∞)
O (k, m)
[k, m]
O None of the Above
k = 0
m = DNE
n = DNE
The graph of f has the following inflection point(s): (x-values in increasing order)
10
DNE
DNE
The graph of f has
O O vertical asymptotes
O 1 vertical asymptote
2 vertical asymptotes
OO horizontal asymptotes
1 horizontal asymptote
O 2 horizontal asymptotes
O O

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