Part A (Domain and Range)
Domain
The domain is the set of all the values of x for which the function represented by the graph is defined. From the graph:
(A)The domain of the function is:
![\lbrace x|-\inftyRange<p>The range is the <strong>set of all the values of y</strong> for which the function represented by the graph is defined. From the graph:</p><p>(A)The range of the function is:</p>[tex]\lbrace y|-\infty<strong>Part B (Intercepts)</strong><p>(A)The x-intercepts of the function are:</p>[tex]x=1.4,-1.4]()
(A)The y-intercept of the function is:
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Part C
The horizontal asymptote is at:

Part D
The vertical asymptotes are at:

Part E
The oblique asymptote is usually slant.
From the graph, there are no obliques asymptotes.
Option B is correct here.