The general equation of slant asymptote of a rational function is of the form Q = mx + c, which is called quotient function produced by long dividing the numerator by the
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In mathematics, an equation is a statement that two things are equal.
First, since a slant asymptote is a linear function, we know it must be equal to {eq}ax+b {/eq}. The formal definition of a slant asymptote is that {eq}\lim_ {x\to\pm\infty} f (x) - (ax+b) = 0