Physic: Help with solving roller support

AI Thread Summary
To solve the roller support question, it's essential to break down the loading into two components: a uniformly distributed load of 100 N/m and a triangularly distributed load that varies from 0 to 100 N/m. The first step involves determining the reactions for each load separately and then superimposing the results. Converting both distributed loads to point loads at their geometric centers simplifies the problem to a single load scenario. This approach allows for the application of static equilibrium principles to find the reactions effectively. A detailed explanation of these steps is crucial for understanding how to arrive at the answer of 750N.
hserse
Can someone help explain the idea behind solving this roller support question. I have the answer, couldn't figure how to solve it. I would greatly appreciate the detail explanation...:rolleyes:
 

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First, you need to show us your work in order for us to help you. Second, the figure is a bit low-resolution. Can you post a higher-resolution copy?
 
Berkeman,
That is main reason I'm posting this, I have the answer (750N), but I wanted how they come up with it. It's answer in one of the review booklet an EIT exam, which didn't provide explanation. Sorry about the low resolution, here's the another one.
 

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You should show some attempt at your work. You should consider splitting the loading into two pieces: a uniformly distributed load of 100N/m, and a triangularly distributed load varying from 0 to 100N/m. Determine the reactions for each case and superimpose the results.
 
Along the lines of what PhantomJay mentioned, you should break this down into two problems...The first has a distributed load of 100 N/m and the other has the varying distributed load. Take both distributed loads and convert them to a point load at the geometric center. Then you have a single load in each. Then it's statics as usual.
 
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