(2x+5)(x-3) a) f(x)= x+2 НА None VA(s) X=-2 OA (also show 2-1 -15 el 4 -10 fla) = 2X-5 quotient form if an OA exist) 28-15 = X-2 y-int flo) =7.5 Yia Y0,7,5) x-int(s) 3 (3.0) Coordinates of Hole (s) Name Domain Behaviour near Obh.2- -So8 - o0 asymptotes table (do for any and all asymptotes) -2.01 - .99 18
(2x+5)(x-3) a) f(x)= x+2 НА None VA(s) X=-2 OA (also show 2-1 -15 el 4 -10 fla) = 2X-5 quotient form if an OA exist) 28-15 = X-2 y-int flo) =7.5 Yia Y0,7,5) x-int(s) 3 (3.0) Coordinates of Hole (s) Name Domain Behaviour near Obh.2- -So8 - o0 asymptotes table (do for any and all asymptotes) -2.01 - .99 18
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
I can't seem to figure out the behaviour near asymptotes table. Did I do something wrong in the other section of the chart?
![5) Complete the table below for each function. State “none" if it does not exist. Try to show
work is spaces provided.
[18]
8x²+6x-9 _ 9 box-9
4x2-9
(2x+5)(x-3)
a) f(x)=
x+2
b) g(x)=-
НА
None
VA(s)
X = -2
OA (also show
quotient form if
an OA exist)
2 - - IS
flx) = 2X-5
4 -10
Aleme
у-int
fl0)=7,5 Yis y0,7,5)
gl0) :1 Yint=(0,)
x-int(s)
X-3=0 Xint
((4x-3)(2**9) =0 X.nt
3 (3.0)
:) /2%+ 3) < 3/2713=0
47-3-0 213=0 G
Coordinates
of Hole (s)
None
Domain
Behaviour
->
near
-2.01
-2
asymptotes
table (do for
. ..99
-2+
-S08 - oa
any and all
asymptotes)
1.St
108](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fba74baf5-102b-4fc3-9abe-fb29d69e91c3%2F960d3879-1b6c-48fa-8978-14a95e8c3c72%2Fcuqxdtp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:5) Complete the table below for each function. State “none" if it does not exist. Try to show
work is spaces provided.
[18]
8x²+6x-9 _ 9 box-9
4x2-9
(2x+5)(x-3)
a) f(x)=
x+2
b) g(x)=-
НА
None
VA(s)
X = -2
OA (also show
quotient form if
an OA exist)
2 - - IS
flx) = 2X-5
4 -10
Aleme
у-int
fl0)=7,5 Yis y0,7,5)
gl0) :1 Yint=(0,)
x-int(s)
X-3=0 Xint
((4x-3)(2**9) =0 X.nt
3 (3.0)
:) /2%+ 3) < 3/2713=0
47-3-0 213=0 G
Coordinates
of Hole (s)
None
Domain
Behaviour
->
near
-2.01
-2
asymptotes
table (do for
. ..99
-2+
-S08 - oa
any and all
asymptotes)
1.St
108
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