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SOLVE JOINT A AND JOINT C USING THE METHOD OF JOINTS SOLVE JOINT B USING THE LAW OF SINES SOLVE JOINT D USING THE AXIS ROTATION METHOD USE THE SPACE BELOW TO SET UP YOUR TRIANGLES AND DIAGRAMS A 10 LBS GO GO 35 42.5 Co 77.5 70 15 E 22888888 AB AC BC BD CD CE X JOINT D ONLY BD CD DE DF X Y LOAD TOR C

SOLVE JOINT A AND JOINT C USING THE METHOD OF JOINTS SOLVE JOINT B USING THE LAW OF SINES SOLVE JOINT D USING THE AXIS ROTATION METHOD USE THE SPACE BELOW TO SET UP YOUR TRIANGLES AND DIAGRAMS A 10 LBS GO GO 35 42.5 Co 77.5 70 15 E 22888888 AB AC BC BD CD CE X JOINT D ONLY BD CD DE DF X Y LOAD TOR C

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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How do I find the x and y components, the load and the t or c for each member. Also could you put the answer like it is on the image. Also please show work thank you.
### Transcription for Educational Website **Title: Structural Analysis using Trusses** #### Instructions: 1. **Solve Joint A and Joint C using the Method of Joints.** 2. **Solve Joint B using the Law of Sines.** 3. **Solve Joint D using the Axis Rotation Method.** 4. **Use the space below to set up your triangles and diagrams.** #### Diagram Description: The diagram shows a truss structure with several interconnected joints labeled as A, B, C, D, E, and F. The truss includes the following angle measurements: - ∠B = 42.5° - ∠D = 70.5° - ∠C = 77.5° - ∠E = 60° - ∠D = 35° #### Load Information: - A load of 10 lbs is applied at joint F. #### Table 1: Joint Calculations | Member | X | Y | Load | T or C | |--------|-----|-----|------|--------| | AB | | | | | | AC | | | | | | BC | | | | | | BD | | | | | | CD | | | | | | CE | | | | | | DE | | | | | | DF | | | | | #### Table 2: Joint D Only Calculations | Member | X | Y | |--------|-----|-----| | BD | | | | CD | | | | DE | | | | DF | | | #### Note: Use these tables to document your calculations for each member of the truss. Indicate whether the forces are Tension (T) or Compression (C). This exercise will help in understanding static equilibrium and force distribution in trusses using different solution methods. --- End of transcription.
Transcribed Image Text:### Transcription for Educational Website **Title: Structural Analysis using Trusses** #### Instructions: 1. **Solve Joint A and Joint C using the Method of Joints.** 2. **Solve Joint B using the Law of Sines.** 3. **Solve Joint D using the Axis Rotation Method.** 4. **Use the space below to set up your triangles and diagrams.** #### Diagram Description: The diagram shows a truss structure with several interconnected joints labeled as A, B, C, D, E, and F. The truss includes the following angle measurements: - ∠B = 42.5° - ∠D = 70.5° - ∠C = 77.5° - ∠E = 60° - ∠D = 35° #### Load Information: - A load of 10 lbs is applied at joint F. #### Table 1: Joint Calculations | Member | X | Y | Load | T or C | |--------|-----|-----|------|--------| | AB | | | | | | AC | | | | | | BC | | | | | | BD | | | | | | CD | | | | | | CE | | | | | | DE | | | | | | DF | | | | | #### Table 2: Joint D Only Calculations | Member | X | Y | |--------|-----|-----| | BD | | | | CD | | | | DE | | | | DF | | | #### Note: Use these tables to document your calculations for each member of the truss. Indicate whether the forces are Tension (T) or Compression (C). This exercise will help in understanding static equilibrium and force distribution in trusses using different solution methods. --- End of transcription.
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