Question

What are the asymptote(s) and hole(s), if any, of `f(x) =(xln2)/(e^x-2)`?

Answer 1

VA is `ln2`, no holes

Explanation:

To find the asymptote, find any restrictions in the equation. In this question, the denominator can not be equal to 0. this means that whatever x is equal to will be undefined in our graph

`e^x -2 =0`
`e^x =2`
`log_e(2)=x`

Your asymptote is `x=log_e(2)` or `ln 2` which is a VA