Problem 4.8 - The end of pole AD is buried deep in the ground. The tensions in cables BE and CF are 2 kips and 3 kips, respectively. Determine the reactions at support A. IN 5 ft 63 minnan | 8.ft "A A 6 kip F 12 ftj…………………….…..……........

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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**Problem 4.8** - The end of pole AD is buried deep in the ground. The tensions in cables BE and CF are 2 kips and 3 kips, respectively. Determine the reactions at support A.

**Diagram Explanation:**

The diagram shows a mechanical system with a vertical pole, AD. 

- **Pole AD**: The bottom of this pole is buried underground, suggesting a fixed support at point A.
- **Tensions**: The cables running from points B to E and C to F are under tensions of 2 kips and 3 kips, respectively.
- **Load**: There is a horizontal force of 6 kip acting at point D.
- **Distances**:
  - Vertical distance (CE and DB): 2 ft each, indicating height differences.
  - Vertical height from E to horizontal plane (ground level): 5 ft.
  - Horizontal distance from E to A: 8 ft.
  - Horizontal distance from A to F: 12 ft.

The diagram represents the mechanical setup needed to determine the reactions at the support point A, considering the applied loads and geometrical constraints.
Transcribed Image Text:**Problem 4.8** - The end of pole AD is buried deep in the ground. The tensions in cables BE and CF are 2 kips and 3 kips, respectively. Determine the reactions at support A. **Diagram Explanation:** The diagram shows a mechanical system with a vertical pole, AD. - **Pole AD**: The bottom of this pole is buried underground, suggesting a fixed support at point A. - **Tensions**: The cables running from points B to E and C to F are under tensions of 2 kips and 3 kips, respectively. - **Load**: There is a horizontal force of 6 kip acting at point D. - **Distances**: - Vertical distance (CE and DB): 2 ft each, indicating height differences. - Vertical height from E to horizontal plane (ground level): 5 ft. - Horizontal distance from E to A: 8 ft. - Horizontal distance from A to F: 12 ft. The diagram represents the mechanical setup needed to determine the reactions at the support point A, considering the applied loads and geometrical constraints.
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