Final answer:
The question is related to Physics, where static equilibrium principles are used to calculate the bearing reactions for a frame under distributed and concentrated loads by setting up and solving equilibrium equations.
Step-by-step explanation:
The question involves the application of static equilibrium and mechanics in Physics, specifically in the context of structures and forces. To calculate the bearing reactions for a frame subjected to a uniformly distributed load and concentrated loads, we leverage the principles of static equilibrium. This entails ensuring that the sum of forces and the sum of moments (torques) about any point are equal to zero. A free-body diagram is essential to visualize all forces acting on the frame including the distributed load, concentrated loads, and bearing reactions.
For any given beam or frame in static equilibrium, the conditions must satisfy the following:
- The sum of all horizontal forces must be zero (∑Fx = 0).
- The sum of all vertical forces must be zero (∑Fy = 0).
- The sum of moments about any point must be zero (∑M = 0).
With these conditions, we can set up equations based on the given loads and their distances from the reaction points. Solving these equations allows us to find the magnitudes of the reactions at the supports. It should be noted that the actual question's given figures are essential for calculations and they are not provided in the SEO content provided here.