Set P1_1 = 58 kN , P2_2 = 33 kN . (Figure 1)

Structural Analysis
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Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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Set P1_1 = 58 kN , P2_2 = 33 kN . (Figure 1)

 

 

The image displays a problem set related to determining forces in a truss structure.

**Set Information:**
- \( P_1 = 5.8 \, \text{kN} \)
- \( P_2 = 3.3 \, \text{kN} \)

**Figure Description:**
- A truss structure with members labeled \( A, B, C, D \).
- Member \( AD \) is horizontal, \( BC \) is vertical, and members \( BD \), \( CD \) are diagonals.
- Dimensions are given: \( 2 \, \text{m} \) horizontally, \( 1.5 \, \text{m} \) vertically.

**Tasks:**

**Part A:**
- Determine the force in member \( AD \), and state if it is in tension or compression.
- Enter the value with three significant figures and appropriate units. Use a negative value for compression and a positive value for tension.

**Input Box:**
- \( F_{AD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \)
- Options to submit and request the answer.

**Part B:**
- Determine the force in member \( BC \), and state if it is in tension or compression.
- Follow the same instructions for expressing the answer.

**Input Box:**
- \( F_{BC} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \)

**Part C:**
- Determine the force in member \( BD \), and state if it is in tension or compression.
- Use the same format for expressing the value.

**Input Box:**
- \( F_{BD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \)

**Part D:**
- Determine the force in member \( CD \), and state if it is in tension or compression.
- Input the value similarly as before.

**Input Box:**
- \( F_{CD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \)

Each section provides an area to submit answers and buttons to request the correct solutions. The figure helps visualize the problem setup and structural layout, guiding users to solve for the forces in
Transcribed Image Text:The image displays a problem set related to determining forces in a truss structure. **Set Information:** - \( P_1 = 5.8 \, \text{kN} \) - \( P_2 = 3.3 \, \text{kN} \) **Figure Description:** - A truss structure with members labeled \( A, B, C, D \). - Member \( AD \) is horizontal, \( BC \) is vertical, and members \( BD \), \( CD \) are diagonals. - Dimensions are given: \( 2 \, \text{m} \) horizontally, \( 1.5 \, \text{m} \) vertically. **Tasks:** **Part A:** - Determine the force in member \( AD \), and state if it is in tension or compression. - Enter the value with three significant figures and appropriate units. Use a negative value for compression and a positive value for tension. **Input Box:** - \( F_{AD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \) - Options to submit and request the answer. **Part B:** - Determine the force in member \( BC \), and state if it is in tension or compression. - Follow the same instructions for expressing the answer. **Input Box:** - \( F_{BC} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \) **Part C:** - Determine the force in member \( BD \), and state if it is in tension or compression. - Use the same format for expressing the value. **Input Box:** - \( F_{BD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \) **Part D:** - Determine the force in member \( CD \), and state if it is in tension or compression. - Input the value similarly as before. **Input Box:** - \( F_{CD} = [ \, \text{Value} \,] \, [ \, \text{Units} \,] \) Each section provides an area to submit answers and buttons to request the correct solutions. The figure helps visualize the problem setup and structural layout, guiding users to solve for the forces in
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