Chapter5: Polynomial And Rational Functions
Section5.6: Rational Functions
Problem 4SE: Can a graph of a rational function have no verticalasymptote? If so, how?
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Step 1
The given function is
Horizontal asymptotes: These are the horizontal lines where graph of function approaches.
If degree of denominator is smaller than the degree of numerator , then horizontal asymptotes do not exist .
Since, in the given function, degree of denominator is 2 and degree of numerator is 3.
Therefore, there are no horizontal asymptotes for the given function.
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