How do you find the vertical, horizontal and slant asymptotes of: #F(x)=e^x#?

1 Answer
May 19, 2016

Answer:

This function only has a horizontal asymptote at #y=0#

Explanation:

There are no real values of #x# for which #e^x# would be #0# or less, so the #X# axis or #y=0# is a horizontal asymptote.

A function can only have one slaint or horizontal asymptote.

A function may only have a vertical asymptote in points which are outside of its domain. So if the domain is #RR#, then there cannot be any vertical asymptotes.