- #1
zetafunction
- 391
- 0
let be a function [tex] y=f(x) [/tex] with poles [tex] f(a_{i} ) = \infty [/tex] for some real 'a'
my question is if we define the inverse function g(x) so [tex] g(f(x))=x [/tex] ,then is this true
[tex] g(\infty)=a_{i} [/tex] my question is that it seems that g(x) would have several asymptotes as x-->oo how it can be ??
my question is if we define the inverse function g(x) so [tex] g(f(x))=x [/tex] ,then is this true
[tex] g(\infty)=a_{i} [/tex] my question is that it seems that g(x) would have several asymptotes as x-->oo how it can be ??