Consider the rational function y = - -1 when investigating and analyzing. Match the topic with the appropriate answer. You may use an answer more than once and not all answers will be used. domain ( Choose] [Choose) (0. -5) y=-4 y NOT -1 -00
Consider the rational function y = - -1 when investigating and analyzing. Match the topic with the appropriate answer. You may use an answer more than once and not all answers will be used. domain ( Choose] [Choose) (0. -5) y=-4 y NOT -1 -00
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter2: Functions And Graphs
Section2.4: Writing And Graphing Equations Of Lines
Problem 79E
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Answer this question for me mate. Much appreciated. :)
![Consider the rational function y = -
1-1 when investigating and analyzing. Match the topic with the appropriate answer. You may use an answer more than once and not all answers will be used.
r+4
domain
| Choose )
(Choose
(0, -5)
range
y= -4
y NOT= -1
-00 <x< -4 AND -4 < x< 00
zero
y = -1
discontinuous
(0, -1.25)
continuous
x-intercept
x = -1
(-5, 0)
-0.5
y-intercept
y NOT= -4
x NOT= -1
X = -4
y- -1
continuity
-5
(-1.25, 0)
increase
[Choose )
decrease
[ Choose )
maximum
[ Choose )
minimum
[ Choose )
if x = 6
[ Choose )
as x -on
(Choose )
as x → +o0
[ Choose )
vertical asymptote
( Choose )
horizontal asymptote
[ Choose )](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcaf942d6-4771-45a2-8f2d-c51809e8e4e3%2F3d292e47-b61a-4962-8235-e2c42bda1983%2Fsllbmos_processed.png&w=3840&q=75)
Transcribed Image Text:Consider the rational function y = -
1-1 when investigating and analyzing. Match the topic with the appropriate answer. You may use an answer more than once and not all answers will be used.
r+4
domain
| Choose )
(Choose
(0, -5)
range
y= -4
y NOT= -1
-00 <x< -4 AND -4 < x< 00
zero
y = -1
discontinuous
(0, -1.25)
continuous
x-intercept
x = -1
(-5, 0)
-0.5
y-intercept
y NOT= -4
x NOT= -1
X = -4
y- -1
continuity
-5
(-1.25, 0)
increase
[Choose )
decrease
[ Choose )
maximum
[ Choose )
minimum
[ Choose )
if x = 6
[ Choose )
as x -on
(Choose )
as x → +o0
[ Choose )
vertical asymptote
( Choose )
horizontal asymptote
[ Choose )
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