The following structure has pin supports at A and E, a slider joint at B, and a fixed joint at D. Support reactions are given. Ex= 3.35 k 5K/1 14 B 7' A ग Ey=9K 8¹ Ax = 8.65* 12' 2 ½ / (5)(6)- X = √√5²+6² TAyzo 1. Draw the shear diagram for member BD. Indicate all important values and locations on the diagram XI 9
The following structure has pin supports at A and E, a slider joint at B, and a fixed joint at D. Support reactions are given. Ex= 3.35 k 5K/1 14 B 7' A ग Ey=9K 8¹ Ax = 8.65* 12' 2 ½ / (5)(6)- X = √√5²+6² TAyzo 1. Draw the shear diagram for member BD. Indicate all important values and locations on the diagram XI 9
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![The text on the image states:
---
The following structure has pin supports at A and C, a slider joint at B, and a fixed joint at D. Support reactions are given.
1. Draw the shear diagram for member BD. Indicate all important values and locations on the diagram.
---
### Diagram Explanation
The diagram shows a structural member setup with various forces and joints. Here are the details:
- **Points and Supports:**
- Point A: Pin support
- Point B: Slider joint
- Point C: Pin support
- Point D: Fixed joint
- **Forces and Reactions:**
- At point A, there is a horizontal reaction force Ax = 0 and a vertical reaction Ay = 8.65 kips.
- At point B, a horizontal force E = 3.5 kips acts toward the left.
- At point C, there is a vertical force Ey = 9 kips and another horizontal force Ex = 3.5 kips acting towards the right.
- At point D, there is an unknown reaction force and moment due to the fixed support.
- **Other Details:**
- A triangular load of 5 kips acts downward between supports B and C, with a base of 5 and height of 4.
- The lengths of the members are annotated, with BC labeled as 7 units and CD as 12 units.
- **Shear Diagram:**
- The task is to draw the shear diagram for member BD, indicating critical values. There is a small calculation shown involving a triangular area: \( \frac{1}{2} \cdot 5 \cdot 6 = 15 \).
This setup illustrates a problem in static equilibrium, analyzing forces and moments acting on structural elements.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6aaaa09e-816f-4457-9fd1-546efce86671%2Faaf9f35e-33c1-40ae-8c53-25a060d1cdb6%2F8qgq27_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The text on the image states:
---
The following structure has pin supports at A and C, a slider joint at B, and a fixed joint at D. Support reactions are given.
1. Draw the shear diagram for member BD. Indicate all important values and locations on the diagram.
---
### Diagram Explanation
The diagram shows a structural member setup with various forces and joints. Here are the details:
- **Points and Supports:**
- Point A: Pin support
- Point B: Slider joint
- Point C: Pin support
- Point D: Fixed joint
- **Forces and Reactions:**
- At point A, there is a horizontal reaction force Ax = 0 and a vertical reaction Ay = 8.65 kips.
- At point B, a horizontal force E = 3.5 kips acts toward the left.
- At point C, there is a vertical force Ey = 9 kips and another horizontal force Ex = 3.5 kips acting towards the right.
- At point D, there is an unknown reaction force and moment due to the fixed support.
- **Other Details:**
- A triangular load of 5 kips acts downward between supports B and C, with a base of 5 and height of 4.
- The lengths of the members are annotated, with BC labeled as 7 units and CD as 12 units.
- **Shear Diagram:**
- The task is to draw the shear diagram for member BD, indicating critical values. There is a small calculation shown involving a triangular area: \( \frac{1}{2} \cdot 5 \cdot 6 = 15 \).
This setup illustrates a problem in static equilibrium, analyzing forces and moments acting on structural elements.
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