5-35. The smooth pipe rests against the opening at the points of contact A, B, and C. Determine the reactions at these points needed to support the force of 300 N. Neglect the pipe's thickness in the calculation.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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**Problem 5-35:**

The smooth pipe rests against the opening at the points of contact \( A, B, \) and \( C \). Determine the reactions at these points needed to support the force of 300 N. Neglect the pipe’s thickness in the calculation.

**Diagram Description:**

The diagram shows a smooth pipe positioned against a corner structure. The pipe is acted upon by a force of 300 N applied at an angle of 30° to the horizontal. The pipe makes contact with the structure at three points: A, B, and C. 

- Point A is located on a vertical surface, 0.26 m above point B.
- Point B is on a horizontal surface directly below point A.
- Point C is horizontally 1 m from the force along the length of the pipe but only 0.5 m from the vertical where the inclined force is acting.

The force is applied at the outer end of the pipe, depicted with an arrow indicated as 300 N, forming a 30° angle with the horizontal. 

The task is to calculate the reaction forces at points A, B, and C to hold the pipe in equilibrium under the influence of the applied force.
Transcribed Image Text:**Problem 5-35:** The smooth pipe rests against the opening at the points of contact \( A, B, \) and \( C \). Determine the reactions at these points needed to support the force of 300 N. Neglect the pipe’s thickness in the calculation. **Diagram Description:** The diagram shows a smooth pipe positioned against a corner structure. The pipe is acted upon by a force of 300 N applied at an angle of 30° to the horizontal. The pipe makes contact with the structure at three points: A, B, and C. - Point A is located on a vertical surface, 0.26 m above point B. - Point B is on a horizontal surface directly below point A. - Point C is horizontally 1 m from the force along the length of the pipe but only 0.5 m from the vertical where the inclined force is acting. The force is applied at the outer end of the pipe, depicted with an arrow indicated as 300 N, forming a 30° angle with the horizontal. The task is to calculate the reaction forces at points A, B, and C to hold the pipe in equilibrium under the influence of the applied force.
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