**Problem # 2 (8 points):**A weight \( W = 300 \, \text{lb} \) is suspended by a cable system as shown in the figure.a. Calculate the moment of force \( W \) with respect to point D (that means with respect to an axis normal to the paper that goes through D).b. Determine all cable forces and the force in post BE.**Hint:** Draw two different Free Body Diagrams (FBD’s) for points B and C, and solve separately.**Bonus (1 point):** What is the magnitude of the resultant of tensions in cables BC and CD? Can you figure this out without any calculation?---**Diagram Explanation:**The figure illustrates a cable system where a weight \( W = 300 \, \text{lb} \) is suspended. The system is anchored at points A, B, C, D, and E with the following setup:- The horizontal distance from A to D is divided into three segments, each 8 feet long.- A vertical post BE is 9 feet high.- The vertical distance from B to C is 6 feet.- The points form a triangular shape with AB and BE outlined.The objective is to analyze this structure to find the moment, cable forces, and resultant tensions.

Answered: Image /qna-images/answer/1a7c8a2a-87d6-4ece-a5df-81da17d96994.jpg

Problem # 2 (8 points): A weight W = 300# is suspended by a cable system as shown in the figure. a. Calculate the moment of force W with 6' respect to point D (that means with respect to an axis normal to the paper that goes through D). b. Determine all cable forces and the force in post BE. W=300 # Hint: Draw two different FBD's for points B and C, and solve separately. Bonus (1 point) What is the magnitude of the resultant of tensions in cables BC and CD? Can you figure this out without any calculation? t A

Problem # 2 (8 points): A weight W = 300# is suspended by a cable system as shown in the figure. a. Calculate the moment of force W with 6' respect to point D (that means with respect to an axis normal to the paper that goes through D). b. Determine all cable forces and the force in post BE. W=300 # Hint: Draw two different FBD's for points B and C, and solve separately. Bonus (1 point) What is the magnitude of the resultant of tensions in cables BC and CD? Can you figure this out without any calculation? t A

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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Concept explainers

Cables

Cables are collections of wires, alternatively referred to as a cord, connector, or plug. They are one or more wires covered in a plastic covering that allows for the transmission of power or data between devices. The earliest use of recognizable electrical cable was the early commercialized telegraph lines. These were iron-made and tedious to produce and install cabling.

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**Problem # 2 (8 points):**

A weight \( W = 300 \, \text{lb} \) is suspended by a cable system as shown in the figure.

a. Calculate the moment of force \( W \) with respect to point D (that means with respect to an axis normal to the paper that goes through D).

b. Determine all cable forces and the force in post BE.

**Hint:** Draw two different Free Body Diagrams (FBD’s) for points B and C, and solve separately.

**Bonus (1 point):** What is the magnitude of the resultant of tensions in cables BC and CD? Can you figure this out without any calculation?

---

**Diagram Explanation:**

The figure illustrates a cable system where a weight \( W = 300 \, \text{lb} \) is suspended. The system is anchored at points A, B, C, D, and E with the following setup:

- The horizontal distance from A to D is divided into three segments, each 8 feet long.
- A vertical post BE is 9 feet high.
- The vertical distance from B to C is 6 feet.
- The points form a triangular shape with AB and BE outlined.

The objective is to analyze this structure to find the moment, cable forces, and resultant tensions.

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