Bending diagram, answers don't match book

AI Thread Summary
The discussion revolves around a discrepancy in calculating the maximum moment in a bending diagram, where the book states it should be 5.6 kN at 2.4 m from point A. The user initially calculated the moment of a distributed load incorrectly by using an incorrect moment arm of 4 m instead of the distance to the center of gravity. The correct value of the distributed load is identified as 2 kN per meter. This error led to confusion regarding the calculated moments. The overall conclusion emphasizes the importance of accurately determining the moment arm in bending moment calculations.
togo
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Homework Statement


x1gm10.jpg

Homework Equations


moment = force x distance

The Attempt at a Solution


on sheet.

According to the book, the max moment is 5.6 kN (at a distance of 2.4 m from point A), which was my calculation before adding the force at A (.8 kN upward)

whats wrong?
 
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When you summed moments about point A = 0, you calculated the moment of the distributed load as (8 kN)(4m) = 32 kN-m, but the moment arm (perpendicular distance) of the resultant of the distributed load is not 4m (the resultant of the distributed load acts at its center of gravity).
 
Could you post the original question? The general shape of your graph looks right, but I'm not certain what the value of that distributed load is suppose to be.
 
the value of the distributed load is 2 kN per meter
 
wow. You're right phantom, was a basic error on that one.
 

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