### Beam Problem Analysis**Problem Statement (4-1):** Given the beam problem shown in Figure 1.1.- A beam is fixed on one end with a support that resists 1000 lb vertically. - The beam extends horizontally and experiences additional uniform loading.- A distributed load of 200 lb/ft acts over a 4-foot span.- The beam has two points marked as A and B.### Diagram Details#### Figure 4.1:- **Left End:** Fixed support resisting 1000 lb.- **Span:** Total length of the beam with labeled sections: 2 feet before point A, 2 feet between points A and B, and a 4-foot section after point B bearing the distributed load.### Tasks#### a) Free Body Diagram**Objective:** Apply all known and unknown forces to create a free body diagram.**Diagram Components:** - Mark points A and B on the beam.- Indicate the direction of forces acting on the beam.#### b) Hand Calculations**Objective:** Determine the true magnitude and direction of the reactions at points A and B.**Calculation Requirements:** - Utilize equilibrium equations for force and moment balance to compute unknown reactions.- Document calculations and assumptions clearly.#### c) Balanced Free Body Diagram**Objective:** Revise the free body diagram to reflect the true magnitude and direction of all forces.**Diagram Components:** - Update the representation at points A and B based on calculated forces.- Ensure the diagram accurately shows equilibrium state.By completing these tasks, students can better understand beam loading effects and the principles of static equilibrium in structural analysis.

Answered: Given the beam problem shown in Fig 1.1

Engineering

Mechanical Engineering

Given the beam problem shown in Fig 1.1

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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