Hello,

I would like to ask how this inequality :

$\displaystyle (ln{2})^{n}<\frac{0.02(1-ln{2})}{2^{-0.5}-0.5}$

results to this inequality:

$\displaystyle n>\frac{ln{(\frac{0.02(1-ln{2})}{2^{-0.5}-0.5})}}{ln({ln{2})}}$

I am working on it for quite long now and I cannot justify why it changed from smaller to bigger, I find that n is smaller not bigger.

Please any help would be gladly appreciated,

Thank you!