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.