$4-$ aN$25\backslash$deg $22^(\text{'})$W $($Hint: BC bears north$-$east$).$

A$=105\backslash$deg $3^(\text{'}),$B$=95\backslash$deg $19^(\text{'}),$C$=80\backslash$deg $38^(\text{'}),$D$=200\backslash$deg $29^(\text{'}),$E$=77\backslash$deg $6^(\text{'}),$F$=161\backslash$deg $25^(\text{'})$

Mainly find azimuth of BC$,$ CD$,$ DE and EF and FA and finally check with azimuth of AB$.$

b and FA$.$

$5-$ a$202\backslash$deg $20^(\text{'})45^(\text{'}\text{'}).$ Also, the coordinates of A is

$(10,-22\mathrm{.}5)$ and BC bears South$-$East. After balancing interior angles, find the coordinates of all

other edges using balanced latitude and departures. Tabulate vour results.

bA$,$B$,$C$,$D$,$E :