Structural mechanics: Distributed forces on a structure

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The discussion revolves around the calculation of the force at point A, denoted as X_A, with one participant reporting a value of 5 kN, which differs from the standard answer. Participants are encouraged to share their methods and calculations, particularly in relation to a triple hinge structure. Relevant equations are mentioned, including the moment equation, Σm_C = 0. The conversation emphasizes the importance of showing detailed work to validate results. Accurate calculations and clear explanations are essential for understanding distributed forces in structural mechanics.
Kile
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Homework Statement
What's your result of ##X_A##? I find mine is different from the standard answer.
Relevant Equations
My answer for $$X_A =5 kN$$
Problem Statement: What's your result of ##X_A##? I find mine is different from the standard answer.
Relevant Equations: My answer for $$X_A =5 kN$$

Problem Statement: What's your result of ##X_A##? I find mine is different from the standard answer.
Relevant Equations: My answer for $$X_A =5 kN$$
$$\sum m_C=0$$

Here is a triple hinge, try to plot its M, W, N.
243011
 
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Show your work
 
Kile said:
Problem Statement: What's your result of ##X_A##? I find mine is different from the standard answer.
Relevant Equations: My answer for $$X_A =5 kN$$

Here is a triple hinge, try to plot its M, W, N. View attachment 243011
Show us the details of what you did.
 

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