- #1
xtrubambinoxpr
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1. Homework Statement [/b]
use taylor series to evaluate lim x -> 0 of [itex]\frac{ln(x)}{(x-1)}[/itex]
I know that -ln (1-x) taylor polynomial
and that of ln (1+x)
Using the basics that I know I would assume I would just make ln (1+x) = ln (x) by making x = x-1
so ln (1+(x-1)) = ln x
But i don't know if that is correct
use taylor series to evaluate lim x -> 0 of [itex]\frac{ln(x)}{(x-1)}[/itex]
Homework Equations
I know that -ln (1-x) taylor polynomial
and that of ln (1+x)
The Attempt at a Solution
Using the basics that I know I would assume I would just make ln (1+x) = ln (x) by making x = x-1
so ln (1+(x-1)) = ln x
But i don't know if that is correct