How do you find the horizontal asymptote for $\frac{(7 x - 9) (x + 9)}{(- 9 x - 6) (9 x - 9)}$ $((7x-9)(x+9))/((-9x-6)(9x-9))$ ?

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Answer 1 · 2015-11-21T17:36:50

The horizontal asymptote can be found by looking at the coefficients on the highest degree variable for the numerator and denominator.

Coefficient on highest degree for ...

Numerator $= 7$ $=7$
Denominator $= - 81$ $=-81$

Horizontal Asymptote : $y = \frac{7}{- 81}$ $y=7/-81$

hope that helps

How do you find the horizontal asymptote for ((7x-9)(x+9))/((-9x-6)(9x-9))(7x−9)(x+9)(−9x−6)(9x−9)((7x-9)(x+9))/((-9x-6)(9x-9))?