Calculate evenly distributed force on a beam

AI Thread Summary
The discussion focuses on calculating the moments for a beam with an evenly distributed force (q). Participants debate whether to use the full distance from the start of q to point A or just the distance from the median of q to point A in the moment calculations. There is confusion regarding the correct setup of the moment equations, specifically whether to include the entire distance or just the median distance. A hastily drawn figure is referenced to clarify the point of confusion, suggesting a potential error in distance calculation. Accurate moment point calculations are essential for determining the beam's response to the applied load.
dreamliner
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If you have a beam with a force q evenly distributed on top of it, would this

ƩMA= 0 B*3,3-Cy*5,5-q*4,3*2,15=0

or this

ƩMA=0 B*3,3-Cy*5,5-q*4,3*2,15*3,35=0

be the right way to set up the moment point calculations? Basically what I'm unsure of is if I must incorporate the distance from q to the moment point in A and if so to use the entire distance q is working on+the distance from the beginning of q to point A, or to use the distance from the median of q to point A...

Hastily drawn up figure in order to illustrate what I mean:
 

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It is from the median (CG of the load) to A but you didn't calculate that distance correctly, or maybe just a typo error
 
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