Which description best represents the end belhavior of the function r)---Se-2r +52 Hint: Use the examples in the table to help you answer the question. Polynomial End Behavior Equation Degree Leading Coefficient End Behavior Example Even Positve Lven Negalinve - 0, Y-0 - Odd Husilve en Odd As x -f(x) -- ~ and as x-+s(x)-+ As x+ -xf(r)+ +* and as x- + x.f(x)→+ x. Asx-f(r)- + and as x+f(x)- -, D As x+- f() and as x+f(x)--.
Which description best represents the end belhavior of the function r)---Se-2r +52 Hint: Use the examples in the table to help you answer the question. Polynomial End Behavior Equation Degree Leading Coefficient End Behavior Example Even Positve Lven Negalinve - 0, Y-0 - Odd Husilve en Odd As x -f(x) -- ~ and as x-+s(x)-+ As x+ -xf(r)+ +* and as x- + x.f(x)→+ x. Asx-f(r)- + and as x+f(x)- -, D As x+- f() and as x+f(x)--.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 80E
Related questions
Question
![Which description best represents the end behavigr of the funclion
r)- -x-Sc-2t+52
Hint, Use the examples in the Lable to help you answer the question.
Polynomial End Behavior
Equation
Degree
Leading Coefficient
End Behavior
Example
A as x
Pusitve
Lven
Negalinve
Odu
Husilve
M -, as
Odd
Nigate
As + -, x)- - nd as x )- +.
As x+ -x, f(x)+ + and as x→+ x,f(x)→+ x,
As x -,r]+ and as x )- -,
ASx+ - x, f(x) - -- and as x+ + x, f(x) –- »,
PPT Ch1..](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7ec7742e-9c1e-45a2-b281-0f9f840a2314%2F3c97c419-304a-4478-be59-e00a6648d034%2Fmqd9xa_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Which description best represents the end behavigr of the funclion
r)- -x-Sc-2t+52
Hint, Use the examples in the Lable to help you answer the question.
Polynomial End Behavior
Equation
Degree
Leading Coefficient
End Behavior
Example
A as x
Pusitve
Lven
Negalinve
Odu
Husilve
M -, as
Odd
Nigate
As + -, x)- - nd as x )- +.
As x+ -x, f(x)+ + and as x→+ x,f(x)→+ x,
As x -,r]+ and as x )- -,
ASx+ - x, f(x) - -- and as x+ + x, f(x) –- »,
PPT Ch1..
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