For the traverse below with the given Azimuth from 2-3 of 42°, compute the Azimuths for each side. Length 3-4: 102.67' Angle 4 Length 4-5: 106.33' 147° 28' 11" Angle 5 89° 51' 21" Angle 3 69° 5' 5" Angle 1 104° 5' 12" Angle 2 129° 30' 11" Length 1-2: 104.175 Length 5-1: 98.71' Azimuth 2-3: 42° Length 2-3: 112.75'
For the traverse below with the given Azimuth from 2-3 of 42°, compute the Azimuths for each side. Length 3-4: 102.67' Angle 4 Length 4-5: 106.33' 147° 28' 11" Angle 5 89° 51' 21" Angle 3 69° 5' 5" Angle 1 104° 5' 12" Angle 2 129° 30' 11" Length 1-2: 104.175 Length 5-1: 98.71' Azimuth 2-3: 42° Length 2-3: 112.75'
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:**Exercise**: For the traverse below with the given azimuth from 2-3 of 42°, compute the azimuths for each side.
**Diagram Description**:
The diagram is a pentagon representing a traverse with the following details:
- **Angle and Length at Each Vertex**:
- **Angle 1**: 104° 5' 12"
- **Length 1-2**: 104.175
- **Angle 2**: 129° 30' 11"
- **Length 2-3**: 112.75
- **Azimuth 2-3**: 42°
- **Angle 3**: 69° 5' 5"
- **Length 3-4**: 102.67'
- **Angle 4**: 147° 28' 11"
- **Length 4-5**: 106.33'
- **Angle 5**: 89° 51' 21"
- **Length 5-1**: 98.71'
The task is to compute the azimuths for each side of the traverse given the initial azimuth and the angles at each vertex.
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