**Beam Analysis with Internal Hinge****Problem Statement:**The beam shown has an internal hinge at point B. Determine the moment at the fixed end A.**Diagram Overview:**- The beam is fixed at end A and supported at end D.- The beam has an internal hinge at point B.- A uniform distributed load of 15 kips (15 k) is applied from A to B.- A point load of 30 kips (30 k) is applied at point C.- Distances along the beam: - From A to B: 12 feet (12') - From B to C: 9 feet (9') - From C to D: 9 feet (9')**Objective:**Find the moment at support A. **Considerations:**- Evaluate forces and moments considering the internal hinge at B allows for independent rotation of segments AB and BD.- Use static equilibrium equations to solve for unknown reactions and internal forces.**Note:**Any further calculations would typically involve setting up equilibrium equations for each segment of the beam to determine the reactions and internal forces.

Given a determinate beam with two parts connected by an internal hinge. To find = MA at support A…

Answered: The beam has an internal hinge at B.…

Engineering

Civil Engineering

The beam has an internal hinge at B. The moment at fixed end A equal to: 15 k A E lz' N W 91 1³0k C q'

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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