Answer
$\log (\frac{x^2}{(x+1)^3})$
Work Step by Step
$Combine$ $the$ $expression$:
$2$$\log x$ - $3$$\log (x+1)$
Apply the Third Law of Logarithms for $2$$\log x$ and $3$$\log (x+1)$
$2$$\log x$ = $\log x^2$
$3$$\log (x+1)$ = $\log (x+1)^3$
$\log x^2$ - $\log (x+1)^3$
Apply the Second Law of logarithms
$\log x^2$ - $\log (x+1)^3$ = $\log (\frac{x^2}{(x+1)^3})$