Question $(2)$:

Convert the following azimuths to bearings AND convert the

Question $(4)$:

An open traverse that runs from A through H has the following deflection

angles: $B=8{30}^{\text{'}}R$;$C=4{10}^{\text{'}}R$;$D=12{05}^{\text{'}}R$;$E=18{50}^{\text{'}}L$;$F=6{40}^{\text{'}}L$;$G=$

$2{25}^{\text{'}}R.$ If the bearing of $AB$ is $N25{45}^{\text{'}}E$ compute the bearings of the

remaining sides.

azimuths given to reverse $($back$)$ azimuths.

a$.210{30}^{\text{'}}$

b$.128{22}^{\text{'}}$

c$.157{55}^{\text{'}}$

d$.300{30}^{\text{'}}$

e$.0{08}^{\text{'}}$

f$.355{10}^{\text{'}}$

g$.182{00}^{\text{'}}$