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What is the interior angle of CP#1? Answer in the format ddd-mm-ss without any Instrument is @ CP#1 BS is CP#6 FS is CP#2 Angle Rt: 245°13'24" CP#1 CP#6 CP#5 0111 symbols CP#2 CP#4 CP#3

What is the interior angle of CP#1? Answer in the format ddd-mm-ss without any Instrument is @ CP#1 BS is CP#6 FS is CP#2 Angle Rt: 245°13'24" CP#1 CP#6 CP#5 0111 symbols CP#2 CP#4 CP#3

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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### Calculating the Interior Angle **Question:** What is the interior angle of CP#1? **Instructions:** Answer in the format ddd-mm-ss *without* any ° ' " symbols. **Given Information:** - Instrument is at CP#1. - Back Sight (BS) is toward CP#6. - Fore Sight (FS) is toward CP#2. - Right Angle (Rt): 245°13'24". ### Diagram Description The diagram is a hexagonal shape with labeled points, CP#1 through CP#6, connected by straight lines forming a closed polygon. The edges connect sequentially: CP#1 to CP#2, CP#2 to CP#3, CP#3 to CP#4, CP#4 to CP#5, CP#5 to CP#6, and CP#6 back to CP#1. --- Please compute the necessary interior angle based on the instructions provided.
Transcribed Image Text:### Calculating the Interior Angle **Question:** What is the interior angle of CP#1? **Instructions:** Answer in the format ddd-mm-ss *without* any ° ' " symbols. **Given Information:** - Instrument is at CP#1. - Back Sight (BS) is toward CP#6. - Fore Sight (FS) is toward CP#2. - Right Angle (Rt): 245°13'24". ### Diagram Description The diagram is a hexagonal shape with labeled points, CP#1 through CP#6, connected by straight lines forming a closed polygon. The edges connect sequentially: CP#1 to CP#2, CP#2 to CP#3, CP#3 to CP#4, CP#4 to CP#5, CP#5 to CP#6, and CP#6 back to CP#1. --- Please compute the necessary interior angle based on the instructions provided.
Expert Solution
Step 1

If BS is CP#6 and,

FS is CP#2

And angle is taken from right then this angle must be exterior angle i.e 245°13'24''

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