Hi Guys,

I need a little help with the algebra in this inequality. I have made a bit of mess of it.

Given,

$\displaystyle

\dfrac{100x^{n+1}}{1 - x^{n+1}} < \dfrac{k}{100}

$

Deduce, that n must exceed,

$\displaystyle

\dfrac{log \frac{100+k}{k}}{log \frac{1}{x}} - 1

$

Thanks.

EDIT: Not sure why the latex code is giving an error. I checked it in MikTex and it works fine?