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    Exam 3: Functions and Graphs
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    Consider the Following Equations and Their Graph
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Consider the Following Equations and Their Graph

Question 69

Question 69

Multiple Choice

Consider the following equations and their graph. Express, in interval form, the x-values such that Y 1 > Y 2 . Assume that the x- and y-values of each point of intersection are integers. Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)   Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)


A) Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)
B) Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)
C) Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)
D) Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)
E) Consider the following equations and their graph. Express, in interval form, the x-values such that Y<sub> 1 </sub> > Y<sub> 2 </sub> . Assume that the x- and y-values of each point of intersection are integers.     A)    B)    C)    D)    E)

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