For items 57 to 60, identify which graph problem can be applied to solve the given problem. A. Minimum spanning tree problem B. Traveling salesman problem C. Graph coloring problem D. Graph matching problem 57.To avoid people from walking to different booths in an open area vaccination center, the health care staff needs to create pathways among booths. The city mayor advises them to find a pathway connecting all booths with the waiting area so he can donate a shaded pathway to reduce the heat. The healthcare staff, therefore, need to determine the best way to link the stations in order to minimize the cost of materials needed to build the pathways. 58. Given an undirected simple graph G, we need to determine whether the graph is bipartite or not. 57-58

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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### Graph Theory Problems

For items 57 to 60, identify which graph problem can be applied to solve the given problem.

A. Minimum spanning tree problem  
B. Traveling salesman problem  
C. Graph coloring problem  
D. Graph matching problem  

**57.** To avoid people from walking to different booths in an open area vaccination center, the health care staff needs to create pathways among booths. The city mayor advises them to find a pathway connecting all booths with the waiting area so he can donate a shaded pathway to reduce the heat. The healthcare staff, therefore, need to determine the best way to link the stations in order to minimize the cost of materials needed to build the pathways.

**58.** Given an undirected simple graph G, we need to determine whether the graph is bipartite or not.

### Graphical Notes

In the provided image, there are two large, yellow hand-drawn numbers "57-58". There are no graphs or diagrams present in the image apart from these annotations.
Transcribed Image Text:### Graph Theory Problems For items 57 to 60, identify which graph problem can be applied to solve the given problem. A. Minimum spanning tree problem B. Traveling salesman problem C. Graph coloring problem D. Graph matching problem **57.** To avoid people from walking to different booths in an open area vaccination center, the health care staff needs to create pathways among booths. The city mayor advises them to find a pathway connecting all booths with the waiting area so he can donate a shaded pathway to reduce the heat. The healthcare staff, therefore, need to determine the best way to link the stations in order to minimize the cost of materials needed to build the pathways. **58.** Given an undirected simple graph G, we need to determine whether the graph is bipartite or not. ### Graphical Notes In the provided image, there are two large, yellow hand-drawn numbers "57-58". There are no graphs or diagrams present in the image apart from these annotations.
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