Can you do this problem but revolve around the inside edge. Please! Show on a sketch how to achieve full superelevation $(e_{\text{m}\text{a}\text{x}})$ of $10$ percent of a $24-$foot pavement by revolving the pavement about the centerline. This is a four$-$lane divided highway with a design speed of $60mph.$ The grade of the roadway is $-3$ percent. The TS is at Sta. $1501+40$ at an elevation of $1,{000\mathrm{.}00}^{\text{'}}.$ The external angle, $,$ is $25.$ Normal crown is $0\mathrm{.}02f\frac{t}{f}t.$ Show edge and centerline elevations at the $TS,SC,$ and at Sta. $1535+40.$ Also, indicate cross sections at all major points.