please solve all parts thank you

given attached below

given:

angle $1-2-3$: $170-06-15$

angle:$2-3-4$: $41-07-20$

angle $3-4-5=173-09-45$

angle $4-5-1=135-01-04$

angle $5-1-2=20-34-4$

distance

given:

angle $1-2-3$: $329\mathrm{.}700$

angle:$2-3-4$: $210\mathrm{.}250$

angle $3-4-5$: $279\mathrm{.}330$

angle $4-5-1$: $283\mathrm{.}400$

angle $5-1-2$: $433\mathrm{.}030$

C$.$ Complete a Compass Rule Adjustment for your traverse data. You should use the average values for the angles and the distances. Use the methodology from the lecture slides and the following guidelines:

i$.$ All distances and coordinates should be shown to the nearest FOUR $(4)$ decimal places

ii$.$ All Angles and Azimuths should be shown to the nearest second of arc.

iii. The chart used in HW$6($or a similar one you generate in excel$)$ should be used. If you use the chart from HW $6,$ it must be filled in by hand, in

pencil, and all numbers must be legible. The blank chart is available on Brightspace for printing.

iv$.$ The angular error should be evenly distributed to each angle.

v$.$ The Linear Error of Closure should be shown to $4$ decimal places.

vi$.$ The denominator in the Representative Fraction should be shown to the nearest whole unit, for example: $\backslash (1/14,234\backslash )$ NOT: $\backslash (1/14,234\mathrm{.}4567\backslash ).$

vii. The starting azimuth for the line from Point $1$ to Point $2$ should be $\backslash (260^\{\backslash$circ$\}\backslash )\backslash (00^\{\backslash$prime$\}00^\{\backslash$prime $\backslash$prime$\}\backslash ).$

Calculations submitted using a starting azimuth different than the one required will be returned with a grade of zero.

viii. Along with the completed chart and including the summations as shown on the sample traverse used in lecture, submit the following calculations and$/$or representative calculations using engineering paper using the homework guidelines:

a$.$ The determination of the angular error of closure

b$.$ The determination of the amount of error to be diatributed to each angle

c$.$ The calculation for ALL azimuths from your angles, including the check calculation using Angle $1.$ There should be a separate sketch for each azimuth calculation

d$.$ The calculation of the unadjusted latitude and departure for line $\backslash (1-2\backslash ),$ only. This should include a sketch;

e$.$ The calculation of the Linear Error of Closure

f$.$ The calculation of the Representative Fraction

g$.$ The calculation of the adjustment in north and adjustment in east for line $1-2$ only.

h$.$ The calculation of the adjusted latitude and departure of line $1-2,$ only.

i$.$ The determination of the coordinates of Point $2$

j$.$ The determination of the balanced $($final adjusted$)$ Azimuth and Distance between Point $1$ and Point $2.$