Given: traverse ABCA with $AB$ azimuth is $212{15}^{\text{'}}{35}^{\text{'}\text{'}}$ and $,95\mathrm{.}624m).$ Determine:

a$)$ The corrected $CA$ azimuth if the $CW$ measured angles are BAC$=59{55}^{\text{'}}{11}^{\text{'}\text{'}},$ CBA$=60{11}^{\text{'}}{25}^{\text{'}\text{'}},$ and ACB$=59{53}^{\text{'}}{09}^{\text{'}\text{'}}.$

$(10\%)$

b$)$ The corrected $(E,N$ coordinates of point $C$ if the measured lengths are $AB=70\mathrm{.}34m,BC=69\mathrm{.}14,CA=69\mathrm{.}88m.$

$(13\%)$