What would be the max value for H if it happens that B can support max a moment with a magnitude of 300KN*m?

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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What would be the max value for H if it happens that B can support max a moment with a magnitude of 300KN*m?
The diagram shows a beam labeled from left to right as points A, C, D, E, and B with several forces acting on it. Below is a detailed transcription of the different components:

- **Forces Acting on the Beam**:
  - At point A, there is a downward force of **15 kN**.
  - At point C, there is a downward force of **25 kN**.
  - At point E, there is a downward force of **20 kN**.
  - At point D, there is an upward force of **80 kN**.

- **Distances Along the Beam**:
  - The distance from point A to point C is labeled as **1 m**.
  - The distance from point C to point D is labeled as **0.3 m**.
  - The distance from point D to point E is labeled as **0.4 m**.
  - The distance from point E to point B is labeled as **h** (unknown).

The beam is depicted as a straight horizontal line, and all forces act vertically, indicating a static equilibrium scenario likely meant to demonstrate calculations involving moments or structural analysis.
Transcribed Image Text:The diagram shows a beam labeled from left to right as points A, C, D, E, and B with several forces acting on it. Below is a detailed transcription of the different components: - **Forces Acting on the Beam**: - At point A, there is a downward force of **15 kN**. - At point C, there is a downward force of **25 kN**. - At point E, there is a downward force of **20 kN**. - At point D, there is an upward force of **80 kN**. - **Distances Along the Beam**: - The distance from point A to point C is labeled as **1 m**. - The distance from point C to point D is labeled as **0.3 m**. - The distance from point D to point E is labeled as **0.4 m**. - The distance from point E to point B is labeled as **h** (unknown). The beam is depicted as a straight horizontal line, and all forces act vertically, indicating a static equilibrium scenario likely meant to demonstrate calculations involving moments or structural analysis.
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