Please complete and submit the following Vertical Curve Exercise. This is the exercise that we started in class. The road starts at SV $0\mathrm{.}0$ at a level of $154\mathrm{.}328mMSL.$ The road has two vertical curves$($VC$\text{'}$s$)$ and the following information has been supplied:

VC$1$: Gradient G$1=-3\mathrm{.}5\%$ and Gradient G$2=+1\mathrm{.}5\%$ with a curve length $L=120m$ and the $\frac{?}{PI}VC1$ at $SV=60.$

VC$2$: PIVC$2$ is at SV$16$Om and the curve has a curve length $L=60m.$ The final gradient $C2=-2\%$

The road ends at SV$=190$m$.$

Assume the road is a $2-$lane road with each lane $3\mathrm{.}4m$ wide.

Calculate the longitudinal section utilizing two scenarios. Each scenario needs to be placed in a table format indicating Description, SV$,$ LHS$,$ CL and RHS levels.

Scenario $1$: camber of $2\mathrm{.}4\%$ and Scenario $2$: Crossfall L$-$R $3\%$