4) Take that W,= 3.8 kN/m intensity for the distributed load below. The fixed support at O can have support reactions with a vertical and horizontal force and a moment. B) Answers: A) Show your free body diagram with the resultant loads, their locations and indicate the support reactions. Mo= Ox= -3m- Oy= Wo -1.5 m- What are the support reactions at the fixed support at O?

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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## Problem 4: Distributed Load Analysis

**Given:**

Take that \( W_o = 3.8 \, \text{kN/m} \) intensity for the distributed load below. The fixed support at O can have support reactions with a vertical and horizontal force and a moment.

### Diagram Explanation

The diagram shows a beam fixed at one end (point O) with a triangular distributed load applied on it. The triangular load has a peak intensity of \( W_o \), which is given as \( 3.8 \, \text{kN/m} \). The length of the beam is divided into two segments:
- The first segment from O to the middle of the beam = 3 m
- The second segment from the middle of the beam to the end = 1.5 m

### Questions:

**A)** Show your free body diagram with the resultant loads, their locations and indicate the support reactions.

**B)** What are the support reactions at the fixed support at O?

### Answers:

**\( M_O = \) __________**  
**\( O_X = \) __________**  
**\( O_Y = \) __________**

---

This problem is designed to help students understand the analysis of beams under distributed loading conditions. It includes practicing drawing free body diagrams, calculating resultant loads, and determining support reactions.
Transcribed Image Text:## Problem 4: Distributed Load Analysis **Given:** Take that \( W_o = 3.8 \, \text{kN/m} \) intensity for the distributed load below. The fixed support at O can have support reactions with a vertical and horizontal force and a moment. ### Diagram Explanation The diagram shows a beam fixed at one end (point O) with a triangular distributed load applied on it. The triangular load has a peak intensity of \( W_o \), which is given as \( 3.8 \, \text{kN/m} \). The length of the beam is divided into two segments: - The first segment from O to the middle of the beam = 3 m - The second segment from the middle of the beam to the end = 1.5 m ### Questions: **A)** Show your free body diagram with the resultant loads, their locations and indicate the support reactions. **B)** What are the support reactions at the fixed support at O? ### Answers: **\( M_O = \) __________** **\( O_X = \) __________** **\( O_Y = \) __________** --- This problem is designed to help students understand the analysis of beams under distributed loading conditions. It includes practicing drawing free body diagrams, calculating resultant loads, and determining support reactions.
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