Evaluate the limit for .

First we write and . Then we use the expansion of (p. 287), to obtain expansions for and ,

Therefore, we have

Skip to content
#
Stumbling Robot

A Fraction of a Dot
#
Find the limit as *x* goes to 0 of * (a*^{x} – 1) / (b^{x} – 1)

###
2 comments

### Point out an error, ask a question, offer an alternative solution (to use Latex type [latexpage] at the top of your comment):

Evaluate the limit for .

First we write and . Then we use the expansion of (p. 287), to obtain expansions for and ,

Therefore, we have

Wt is 0 (x) can anyone ans

what is o(x)