2.This is an example of a (positive, factored form) or (posistive, standard form) or (Negative, factored form) or (negative, standard form) function. It has a degree of (2) or (3) or (4) or (5). Since it is an (odd) or (even) function (the start/end behavior is the same) or (the start/end behavior different). There (is) or (is not) a bounce in this problem, and there are (1) or (2) or (3) or (4) or (5) x-intercept. Given the polynomial: g (x) = -( +1) (x – 4) (x+ 5), fill in the blanks correctly.This is an example of av function. It has a degree ofSince it is anv function,Thereva bounce in this problem, and there arex-intercepts. Given the polynomial: g (x) = -(x+1) (x-4) (x+5), fill in the blanks correctly.%3Dv function. It has a degree ofThis is an example of aSince it is anv function,Therea bounce in this problem, and there areY x-intercepts.

The given polynomial ha degree 4. See 2ndnd step.

Answered: Given the polynomial: g (z) = -(r +1)'…

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter5: Exponential And Logarithmic Functions

Section: Chapter Questions

Problem 10CT

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2. This is an example of a (positive, factored form) or (posistive, standard form) or (Negative, factored form) or (negative, standard form) function. It has a degree of (2) or (3) or (4) or (5). Since it is an (odd) or (even) function (the start/end behavior is the same) or (the start/end behavior different). There (is) or (is not) a bounce in this problem, and there are (1) or (2) or (3) or (4) or (5) x-intercept.

Given the polynomial: g (x) = -( +1) (x – 4) (x+ 5), fill in the blanks correctly.
This is an example of a
v function. It has a degree of
Since it is an
v function,
There
va bounce in this problem, and there are
x-intercepts.

Given the polynomial: g (x) = -(x+1) (x-4) (x+5), fill in the blanks correctly.
%3D
v function. It has a degree of
This is an example of a
Since it is an
v function,
There
a bounce in this problem, and there are
Y x-intercepts.

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