Course Bearing Length (m) Compute and tabulate for the following closed-polygon traverse: (a) preliminary bearings, (b) unbalanced departures and latitudes, (c) linear misclosure, and (d) relative precision. (Note: Line BC bears NE.) Tabulate your results. Interior Angle (Right) AB S50°54'23"E 329.722 A = 120°07'10" BC 210.345 B CD 279.330 C DE 283.426 D = 59°39'10" 248°00'57" 86°51'04" EF 433.007 E = 102°09'16" FA 307.625 F = 103°12'41"
Course Bearing Length (m) Compute and tabulate for the following closed-polygon traverse: (a) preliminary bearings, (b) unbalanced departures and latitudes, (c) linear misclosure, and (d) relative precision. (Note: Line BC bears NE.) Tabulate your results. Interior Angle (Right) AB S50°54'23"E 329.722 A = 120°07'10" BC 210.345 B CD 279.330 C DE 283.426 D = 59°39'10" 248°00'57" 86°51'04" EF 433.007 E = 102°09'16" FA 307.625 F = 103°12'41"
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
Hand Writting not allowd in solution
![4- Compute and tabulate for the following closed-polygon traverse: (a) preliminary
bearings, (b) unbalanced departures and latitudes, (c) linear misclosure, and (d)
relative precision. (Note: Line BC bears NE.) Tabulate your results.
Interior Angle
(Right)
Course
AB
Bearing
S50°54'23"E
Length
(m)
329.722
A = 120°07'10"
BC
210.345
B
=
59°39'10"
CD
279.330
C = 248°00'57"
DE
283.426
D
1
86°51'04"
EF
433.007
E
= 102°09'16"
FA
307.625
F
= 103°12'41"
Part e) Assume, X(A) is 5,000 and Y(A) is 3,000. Use balanced departures and
latitudes to find coordinates of all other points (points B, C, D, E and F). At the end
check if you will get the same coordinates for A.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdbf308ed-cab0-47ef-a9e7-cca99845e266%2F1f17fdaf-ed86-4620-97a3-4b246b83944f%2F3mu0yn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4- Compute and tabulate for the following closed-polygon traverse: (a) preliminary
bearings, (b) unbalanced departures and latitudes, (c) linear misclosure, and (d)
relative precision. (Note: Line BC bears NE.) Tabulate your results.
Interior Angle
(Right)
Course
AB
Bearing
S50°54'23"E
Length
(m)
329.722
A = 120°07'10"
BC
210.345
B
=
59°39'10"
CD
279.330
C = 248°00'57"
DE
283.426
D
1
86°51'04"
EF
433.007
E
= 102°09'16"
FA
307.625
F
= 103°12'41"
Part e) Assume, X(A) is 5,000 and Y(A) is 3,000. Use balanced departures and
latitudes to find coordinates of all other points (points B, C, D, E and F). At the end
check if you will get the same coordinates for A.
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