Problem $2(16\%)$

Given below are measurements taken from a Theodolite with Stadia constant $)=(100.$ The $,N$ coordinates of points A and $D$ are $(196\mathrm{.}400,547\mathrm{.}300m)(221\mathrm{.}87,432\mathrm{.}67m)$ respectively. The elevation of point $D$ is $338\mathrm{.}41$mAMSL and the reduced bearing of line $CD$ is $S41{16}^{\text{'}}{19}^{\text{'}\text{'}}W.$

$\backslash$table$[[$Station$,$Point,HCR $($CW$),$Z$,$Staff Readings,HI$],[$A$,$B$,40{40}^{\text{'}}{15}^{\text{'}\text{'}},97,,1\mathrm{.}48],[,$D$,153{53}^{\text{'}}{58}^{\text{'}\text{'}},94,2\mathrm{.}64,],[$C$,$D$,900^{\text{'}}{0}^{\text{'}\text{'}},85,2\mathrm{.}62,2\mathrm{.}07,1\mathrm{.}44,1\mathrm{.}56],[,$B$,180{55}^{\text{'}}{37}^{\text{'}\text{'}},,,]]$

Determine the elevation of point $A.$

Determine the $(E,N)$ coordinates of point $C.$

$(4\%)$

Determine the slope distance of line CD$.$

$(3\%)$

Determine the angles CBA and ACB measured clockwise.

$()$