Question $1$

The interior angles of a closed$-$polygon traverse is given in Table $1$ below, and the lengths of the sides of the traverse $($in metres$)$ are as follows: $AB=142\mathrm{.}5$;$BC=142\mathrm{.}5$;$CA=201.$ The bearing of AB is $S45{15}^{\text{'}}{15}^{\text{'}\text{'}}E,$ and the coordinates of station A is $1000$ N and $1000$ E $.$ BC should be in the NE quadrant.

$\backslash$table$[[$Station$,$Balanced interior angle $($in degrees$)],[$A$,45],[$B$,90],[$C$,45]]$

Using the information above

a$.$ Calculate the latitudes and departures of the traverse

b$.$ Calculate the linear misclosure of the traverse

c$.$ Calculate the relative precision of the traverse

d$.$ What is the coordinate of Station C$?$

e$.$ Using the coordinates, calculate the area of the traverse

NOTE: You have to show all calculations.

Question $2$

Using excel, redo Question $1($a$)$ to $($e$).$

NOTE: Submit screen capture $($in jpeg, PNG$,$ TIFF or pdf formats$)$ of the excel sheet$/$page showing all relevant information AND the excel file.