A high school math department offers a total of 5 classes: MTH01, MTH02, MTH03, MTH04, and MTH05. However, the following courses cannot be taught at the same time due to staffing limits: • MTH01 conflicts with MTH02, MTH05 • MTH02 conflicts with MTH01, MTH03 • MTH03 conflicts with MTH02, MTH04 • MTH04 conflicts with MTH03, MTH05 • MTH05 conflicts with MTH01, MTH04 What graph could we use to model this situation? A graph with 5 vertices that represent the classes which have a conflict and edges connecting all classes. A graph with 5 vertices that represent the classes and edges connecting classes which have a conflict. A graph with 5 vertices that represent the classes and edges connecting all classes. A graph with 5 vertices that represent the classes and edges connecting two of the classes.

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A high school math department offers a total of 5 classes: MTH01, MTH02, MTH03, MTH04, and
MTH05. However, the following courses cannot be taught at the same time due to staffing limits:
• MTH01 conflicts with MTH02, MTH05
MTH02 conflicts with MTH01, MTH03
MTH03 conflicts with MTH02, MTH04
MTH04 conflicts with MTH03, MTH05
• MTH05 conflicts with MTH01, MTH04
What graph could we use to model this situation?
A graph with 5 vertices that represent the classes which have a conflict and edges connecting all classes.
A graph with 5 vertices that represent the classes and edges connecting classes which have a conflict.
A graph with 5 vertices that represent the classes and edges connecting all classes.
A graph with 5 vertices that represent the classes and edges connecting two of the classes.
Transcribed Image Text:A high school math department offers a total of 5 classes: MTH01, MTH02, MTH03, MTH04, and MTH05. However, the following courses cannot be taught at the same time due to staffing limits: • MTH01 conflicts with MTH02, MTH05 MTH02 conflicts with MTH01, MTH03 MTH03 conflicts with MTH02, MTH04 MTH04 conflicts with MTH03, MTH05 • MTH05 conflicts with MTH01, MTH04 What graph could we use to model this situation? A graph with 5 vertices that represent the classes which have a conflict and edges connecting all classes. A graph with 5 vertices that represent the classes and edges connecting classes which have a conflict. A graph with 5 vertices that represent the classes and edges connecting all classes. A graph with 5 vertices that represent the classes and edges connecting two of the classes.
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