Determine the reactions at supports A and B due to the applied loads shown
Determine the reactions at supports A and B due to the applied loads shown
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Determine the reactions at supports A and B due to the applied loads shown

Transcribed Image Text:**Problem: Determine the reactions at supports A and B**
**Diagram Description:**
The diagram depicts a structural L-shaped beam supported at two points, A and B. The beam is subjected to external forces as follows:
- A vertical force of 600 lb acts downward on the horizontal segment of the beam, located 4 feet from support A.
- Another force of 400 lb is applied at the vertical segment of the beam, directed at a 30-degree angle from the horizontal.
- The beam is supported at:
- Point A, which is 4 feet from the 600 lb force application point.
- Point B, located at the right end of the horizontal segment, 2 feet from the corner connecting to the vertical segment.
**Additional Details:**
- The horizontal segment of the beam is a total of 8 feet long.
- The vertical segment is 3 feet long.
- Illustrations include symbolized supports under A (a pin support) and B (a roller support).
**Objective:**
Calculate the reaction forces at supports A and B due to the applied loads. Use principles of static equilibrium, considering both horizontal and vertical equilibrium, as well as taking moments about one of the supports to solve the problem.
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