Oblique Asymptote
==2024-11-22
Theory
A function has an oblique asymptote if and are polynomials such that .
We can get the oblique asymptote by doing Polynomial Division.
gives,
Remainder = Quotient = Divisor = Dividend =
Then, since,
To find and , we should know Polynomial Division.
Examples
left=-20;right=20;
top=50;bottom=-50;
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y=\frac{x^3-3}{2x-4}