Honesty serves all of us in the end. What you will do: You w…

Honesty serves all of us in the end. What you will do: You will show up for yourself and your classmates by only submitting work that reflects your own abilities and efforts. You will foster your self-respect by being an honest member of our campus and class community. In this course, that means not using AI to complete your work. What I will do: I will create a learning experience that engages and challenges you. I will assign work that I know is a good use of your time and that helps you learn and grow. I will assess your work knowing that you are learning. I will not expect you to be perfect.

The diagram below represents an indoor workspace populated w…

The diagram below represents an indoor workspace populated with obstacles. A mobile robot must navigate from its starting location (S) to the final destination (F). The Voronoi Diagram and its dual, the Delaunay triangulation, can be used to plan a collision-free path from S to F with obstacle avoidance. Please complete the following: Draw the Voronoi Diagram for this workspace. Clearly indicate the path from S to F on the diagram. (Extra work with bonus Bonus) Please answer the following question: If a moving obstacle is present in this workspace that it is always moving, how can the Voronoi Diagram-based navigation model be adapted to handle both path planning, static and moving obstacle avoidance?