Using the compass $($Bowditch$)$ rule, adjust the departures and latitudes of the traverse given in the table below. The coordinates of station A are $x=330630\mathrm{.}89m$ and $Y=117311\mathrm{.}41m$

$\backslash$table$[[$Course$,$Length,Azimuth,Departures,Latitudes$],[AB,336\mathrm{.}249,259{34}^{\text{'}}{07\mathrm{.}0}^{\text{'}\text{'}},-330\mathrm{.}6916,-60\mathrm{.}8806],[BC,315\mathrm{.}584,167{58}^{\text{'}}{49\mathrm{.}0}^{\text{'}\text{'}},65\mathrm{.}7198,-308\mathrm{.}6651],[CD,299\mathrm{.}806,111{36}^{\text{'}}{11\mathrm{.}0}^{\text{'}\text{'}},272\mathrm{.}5878,-124\mathrm{.}8188],[DE,294\mathrm{.}536,340{39}^{\text{'}}{59\mathrm{.}0}^{\text{'}\text{'}},-97\mathrm{.}5114,277\mathrm{.}9262],[EA,234\mathrm{.}374,22{33}^{\text{'}}{31\mathrm{.}0}^{\text{'}\text{'}},89\mathrm{.}9125,216\mathrm{.}4415],[,\backslash$table$[[=$

Compule the area between a lake and a straight$-$line $AG,$ from which offsets ato takent at imegular intervals as shown in thie lable below $($al distances in meters$)$

$\backslash$table$[[$Offset Point,A$,B,c,D,E,$F$,$G$],[\backslash$table$[[$Distance$],[$from $A$