1. **Problem Statement:** Roy Creasey Enterprises plans to move to a new building with 6 equal-sized rooms arranged in 2 rows and 3 columns. The flow matrix shows the number of material moves between processes, and the distance matrix shows distances between rooms. We want to analyze the flow data to infer which rooms processes like Drills and Welding should occupy. 2. **Understanding the Flow Matrix:** The flow matrix entries represent the number of loads moved from one process to another. For example, from Drills to Welding is 0, but from Welding to Drills is 50, and from Drills to Grinders is 0, etc. 3. **Key Observation:** The highest flow between two processes is between Drills and Welding with 50 moves from Welding to Drills and 0 from Drills to Welding, but combined they have a high interaction. 4. **Distance Matrix:** The distance matrix shows distances between rooms 1 to 6. For example, distance between room 1 and 2 is 20 feet, between 1 and 3 is 40 feet, etc. 5. **Reasoning:** Since Drills and Welding have the highest number of moves between them, it is logical to place them in adjacent rooms to minimize travel distance. 6. **Conclusion:** Rooms next to each other have distances of 20 feet (e.g., rooms 1 and 2, or 2 and 3). Therefore, Drills and Welding should be assigned to adjacent rooms such as rooms 2 and 3 or 1 and 2. This placement minimizes the distance materials must travel between these two high-flow processes, improving efficiency and safety. **Final answer:** Drills and Welding should be located in adjacent rooms to minimize travel distance, consistent with the highest flow between them.