Uncommon Limits
PLACEHOLDER
\[\lim_{\alpha \to 0} \frac{ log_x(1 + \alpha) }{ \alpha } = log_xe\] \[\lim_{\alpha \to 0} \frac{ x^{\alpha} - 1 }{ \alpha } = ln(\alpha)\]PLACEHOLDER
PLACEHOLDER
\[\lim_{\alpha \to 0} \frac{ log_x(1 + \alpha) }{ \alpha } = log_xe\] \[\lim_{\alpha \to 0} \frac{ x^{\alpha} - 1 }{ \alpha } = ln(\alpha)\]PLACEHOLDER