Find the consumers' surplus $(to$ the nearest dollar$)at$ a price level $ofp$ overbarpequals$=$ $$2\mathrm{.}087$ for the price$-$demand equation pequals$=D(x)equals=9$ minus $ln$ left parenthesis $x$ plus $5$ right parenthesis$9-ln(x+5).$ Use $x$ overbarx computed $to$ the nearest higher unit.

Find the consumers' surplus $(to$ the nearest dollar$)at$ a price level $of\frac{?}{\text{b}\text{a}\text{r}}(p)=$$$2\mathrm{.}087$ for the price$-$demand equation $p=D(x)=9-In(x+5).$ Use $\stackrel{}{x}$ computed $to$ the nearest higher unit.

$CS=$$$,(Simplify$ your answer. Round $to$ the nearest dollar $as$ needed.$)$