How do you find vertical, horizontal and oblique asymptotes for #g(x)=5^x#?
There will be a horizontal asymptote at
As for horizontal asymptotes, the following limit will be determinative:
#lim_(x-> -oo) 5^x#
Calling the limit
#L = lim_(x->-oo) 5^x#
If we think about it, we realize that the closer the number
So something like
There will be no oblique asymptote for
Hopefully this helps!