A. Determine the y component of reaction at A. B. Determine the x component of reaction at C. C. Determine the y component of reaction at C. D. Determine the moment of reaction at C.
A. Determine the y component of reaction at A. B. Determine the x component of reaction at C. C. Determine the y component of reaction at C. D. Determine the moment of reaction at C.
Chapter6: Deflections Of Beams: Geometric Methods
Section: Chapter Questions
Problem 1P
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Question
A. Determine the y component of reaction at A.
B. Determine the x component of reaction at C.
C. Determine the y component of reaction at C.
D. Determine the moment of reaction at C.

Transcribed Image Text:**Problem Statement:**
Consider the compound beam shown in Figure 1. Assume \( C \) is fixed, \( B \) is a pin, and \( A \) is a roller. Suppose that \( w = 17 \, \text{kN/m} \).
**Diagram Explanation:**
The diagram presents a horizontal beam with three support points labeled as \( A \), \( B \), and \( C \). The beam extends horizontally and includes the following features:
- **Support Types:**
- \( C \): Fixed support at the right end of the beam.
- \( B \): Pin support located 1 meter from the fixed support \( C \).
- \( A \): Roller support located 4 meters from the fixed point \( C \) (3 meters from \( B \)).
- **Loads:**
- A uniformly distributed load \( w = 17 \, \text{kN/m} \) acts downward on the segment of the beam between \( A \) and \( B \).
- A concentrated point load of \( 20 \, \text{kN} \) is applied vertically downward at a point near the fixed support \( C \).
- **Dimensions:**
- The segment \( AB \) is 3 meters long.
- The segment \( BC \) is 1 meter long.
This setup is a typical example for analyzing the effects of various supports and loads on a structural beam.
Expert Solution

Step 1
Given:
w = 17 KN/m
Required:
A. Determine the y component of reaction at A.
B. Determine the x component of reaction at C.
C. Determine the y component of reaction at C.
D. Determine the moment of reaction at C.
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