7 A floor truss is loaded as shown. Determine the force in members CF, EF, and EG.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
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**Diagram Description:**

This image displays a truss structure diagram labeled as Fig. P6.47 and P6.48. The truss is supported at two points: a pin support at point A and a roller support at point K. The structure consists of horizontal, vertical, and diagonal members forming various triangles, which is a common design in truss systems for stability.

**Key Elements:**

- **Supports:**
  - Point A has a pin support.
  - Point K has a roller support.

- **Loads:**
  - The truss is experiencing several point loads acting vertically downwards.
  - 2 kN at B
  - 4 kN each at D and E
  - 3 kN at G
  - 2 kN each at H and J
  - 1 kN at L

- **Distances:**
  - The horizontal distance between each load point from A to L is 0.8 meters.
  - The vertical distance from point L to point K is 0.4 meters.

This truss example can be used in educational contexts to illustrate principles of static equilibrium, load distribution, and structural analysis.
Transcribed Image Text:**Diagram Description:** This image displays a truss structure diagram labeled as Fig. P6.47 and P6.48. The truss is supported at two points: a pin support at point A and a roller support at point K. The structure consists of horizontal, vertical, and diagonal members forming various triangles, which is a common design in truss systems for stability. **Key Elements:** - **Supports:** - Point A has a pin support. - Point K has a roller support. - **Loads:** - The truss is experiencing several point loads acting vertically downwards. - 2 kN at B - 4 kN each at D and E - 3 kN at G - 2 kN each at H and J - 1 kN at L - **Distances:** - The horizontal distance between each load point from A to L is 0.8 meters. - The vertical distance from point L to point K is 0.4 meters. This truss example can be used in educational contexts to illustrate principles of static equilibrium, load distribution, and structural analysis.
### Problem 6.47

**Description:**  
A floor truss is loaded as shown. Determine the force in members CF, EF, and EG.

**Explanation:**  
To solve this problem, analyze the given floor truss in the associated diagram. You may need to apply methods such as the method of joints or the method of sections to find the forces in the specified members CF, EF, and EG. These truss analysis techniques are crucial for understanding how forces are distributed in truss structures.
Transcribed Image Text:### Problem 6.47 **Description:** A floor truss is loaded as shown. Determine the force in members CF, EF, and EG. **Explanation:** To solve this problem, analyze the given floor truss in the associated diagram. You may need to apply methods such as the method of joints or the method of sections to find the forces in the specified members CF, EF, and EG. These truss analysis techniques are crucial for understanding how forces are distributed in truss structures.
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