ystems 20 The beam shown carries vertical concentrated loads. Calculate the reaction at each support. Neglect the weight of the beam. A TRI 5 kips 3'-0" 4. PROBLEM 4.20 7'-0" 14 kips 6'-0" L = 20'-0" 6 kips . 001 4'-0" A and B for the beam shown. The uniformly f the beam. B

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The beam shown carries vertical concentrated loads. calculate the reaction at each support. neglect the weight of the beam.

**Problem 4.20**

The beam shown carries vertical concentrated loads. Calculate the reaction at each support. Neglect the weight of the beam.

**Diagram Explanation:**

The diagram shows a simply supported beam with two supports: A and B. The total length of the beam is 20 feet. The beam is subjected to three vertical concentrated loads:

1. A 5 kip load is applied 3 feet from support A.
2. A 14 kip load is applied 10 feet from support A (7 feet from the 5 kip load).
3. A 6 kip load is applied 16 feet from support A (6 feet from the 14 kip load).

The distances between the loads and supports are marked in feet, along with the points where the loads are applied. Each support holds the beam in place, with support A being a pin support and support B being a roller support.

**Objective:** Calculate the reactions at supports A and B.
Transcribed Image Text:**Problem 4.20** The beam shown carries vertical concentrated loads. Calculate the reaction at each support. Neglect the weight of the beam. **Diagram Explanation:** The diagram shows a simply supported beam with two supports: A and B. The total length of the beam is 20 feet. The beam is subjected to three vertical concentrated loads: 1. A 5 kip load is applied 3 feet from support A. 2. A 14 kip load is applied 10 feet from support A (7 feet from the 5 kip load). 3. A 6 kip load is applied 16 feet from support A (6 feet from the 14 kip load). The distances between the loads and supports are marked in feet, along with the points where the loads are applied. Each support holds the beam in place, with support A being a pin support and support B being a roller support. **Objective:** Calculate the reactions at supports A and B.
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