We explore functions whose graphs approach a nonhorizontal line as x . A line y =
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We explore functions whose graphs approach a nonhorizontal line as x → ∞. A line y = ax + b is called a slant asymptote if
If ƒ(x) = P(x)/Q(x), where P and Q are polynomials of degrees m + 1 and m, then by long division, we can write
where P1 is a polynomial of degree
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or lim (f(x) (ax+b)) = 0 X-00 lim (f(x) (ax + b)) = 0 X--∞0
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