Let f$($x$)=$x$^(3)-5$x$.$ Calculate the difference quotient $($f$(2+$h$)-$f$(2))/($h$)$ for h$=\mathrm{.}1$ h$=\mathrm{.}01$ h$=-\mathrm{.}01$ h$=-\mathrm{.}1$ If someone now told you that the derivative $($slope of the tangent line to the graph$)$ of f$($x$)$ at x$=2$ was an integer, what would you expect it to be$?$