Question

The lengths of the sides (in feet) of a five-sided closed polygon traverse are as follows:

ABABAB = 204.74, BCBCBC = 263.87, CDCDCD = 462.37, DEDEDE = 312.33, and EAEAEA = 374.78. (Note: Assume units of feet for all distances.)

The azimuths are as follows:

AB=218∘59′30′′AB=218∘59′30″, BC=147∘45′49′′BC=147∘45′49″, CD=75∘05′27′′CD=75∘05′27″, DE=336∘56′04′′DE=336∘56′04″, EA=266∘12′23′′EA=266∘12′23″.

A.)Compute the departures of the sides.

ABAB, BCBC, CDCD, DEDE, EAEA =

B.)Compute the latitudes of the sides.

ABAB, BCBC, CDCD, DEDE, EAEA =

C.)Compute the linear misclosure.

D.)Compute the linear misclosure.

Answer 1

Complete solution is given below.