Length (m) Internal Correction Corrected angle Station Int. angle 17.098 130 18'45" | 102.925 110°1823" 99 32'35" 33.866 116 18'02" | 63.719 119°46'07" 79.097 143°4620"| 389.487 720°00ʻ12"| 130 18'43" - 2" 99 32'33" 116 18'00 119 46'05" 143 46'18" <-2" 110 18 21" C 92.782 2" D. 2" 2" F 2" Σ 12" 720°00'00"
Length (m) Internal Correction Corrected angle Station Int. angle 17.098 130 18'45" | 102.925 110°1823" 99 32'35" 33.866 116 18'02" | 63.719 119°46'07" 79.097 143°4620"| 389.487 720°00ʻ12"| 130 18'43" - 2" 99 32'33" 116 18'00 119 46'05" 143 46'18" <-2" 110 18 21" C 92.782 2" D. 2" 2" F 2" Σ 12" 720°00'00"
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![Q1/ The data given in Table below were obtained for an anti-clockwise closed-loop traverse.
The azimuth of AF 136° 25' 12'. Determine the adjusted traverse by Bowditch's method
Length Internal Correction Corrected
angle
Station
(m)
Int. angle
17.098 130 1845"|
<-2"
130°18'43"
102.925 110°18°23"
110°18 21"
- 2"
- 2"
- 2"
99 32'35"
33.866 116 18°02"
C
92.782
9932'33"
116 18'00"
63.719 119 46'07"
<-2"
119°46°05"
F
79.097 143°46°20"|
- 2"
143 46'18"
Σ
389.487 720°0012"|
- 12"
720 00'00"](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe549e8a0-e02e-4084-9338-2634850fc4f6%2Fbc6ea337-e40b-4896-914d-f484b615e6a0%2Fsu5gh7h_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q1/ The data given in Table below were obtained for an anti-clockwise closed-loop traverse.
The azimuth of AF 136° 25' 12'. Determine the adjusted traverse by Bowditch's method
Length Internal Correction Corrected
angle
Station
(m)
Int. angle
17.098 130 1845"|
<-2"
130°18'43"
102.925 110°18°23"
110°18 21"
- 2"
- 2"
- 2"
99 32'35"
33.866 116 18°02"
C
92.782
9932'33"
116 18'00"
63.719 119 46'07"
<-2"
119°46°05"
F
79.097 143°46°20"|
- 2"
143 46'18"
Σ
389.487 720°0012"|
- 12"
720 00'00"
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