Identify the zeros and multiplicity of each zero and the degree for q(x) = (x +9)¹2(x-9)³(2x - 5) Zeros Multiplicity of the zero Multiplicity of the zero Multiplicity of the zero Degree: is is is

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 24E
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Identify the zeros and multiplicity of each zero and the degree for
q(x) = (x +9) ¹2 (x-9)³(2x - 5)
Zeros
Multiplicity of the zero
Multiplicity of the zero
Multiplicity of the zero
Degree:
is
is
is
Transcribed Image Text:Identify the zeros and multiplicity of each zero and the degree for q(x) = (x +9) ¹2 (x-9)³(2x - 5) Zeros Multiplicity of the zero Multiplicity of the zero Multiplicity of the zero Degree: is is is
For f(x) = (4x + 1)(x-3)5(x+3) identify each zero and
its multiplicity as well as the degree.
Zeros
4x+1=0
-) - 1
4x = -1
5%
4 u
x = -1
X
0-
Machplicity
of 1
X-3=0
3 3
x=+3
multiplicity
of 5
X + 2323 - 03
X=-3
multiplicity
of 6
Degree: 1+5+6=12
Transcribed Image Text:For f(x) = (4x + 1)(x-3)5(x+3) identify each zero and its multiplicity as well as the degree. Zeros 4x+1=0 -) - 1 4x = -1 5% 4 u x = -1 X 0- Machplicity of 1 X-3=0 3 3 x=+3 multiplicity of 5 X + 2323 - 03 X=-3 multiplicity of 6 Degree: 1+5+6=12
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