The limit of the function limx$02$x$+$x$2+2$ln$(1$x$)$x$3\backslash$lim$\_\{$x $\backslash$to $0\}\backslash$frac$\{2$x $+$ x$^2+2\backslash$ln$(1-$ x$)\}\{$x$^3\}$limx$0$x$32$x$+$x$2+2$ln$(1$x$)$ using the Maclaurin series