123- If $G(x) = x^2 \int_{2}^{\sqrt{x}} \dfrac{\ln(t+2)}{t^2}\, dt$, and $G'(4)$ equals how many times $\ln 2$?
  • [(1)] $1$
  • [(2)] $2$
  • [(3)] $1.5$
  • [(4)] $3$
\textbf{123-} If $G(x) = x^2 \int_{2}^{\sqrt{x}} \dfrac{\ln(t+2)}{t^2}\, dt$, and $G'(4)$ equals how many times $\ln 2$?

\begin{itemize}
\item[(1)] $1$
\item[(2)] $2$
\item[(3)] $1.5$
\item[(4)] $3$
\end{itemize}