Assume you were creating a directed graph to represent data in the real world. In this graph, the vertices represent cities in the United States. The edges represent direct flights between cities. In other words, if there is an edge from Vertex A to Vertex B, that means there is a direct flight that goes from City A to City B. If there is no direct edge from Vertex M to Vertex N, that means there is no direct flight that goes from City M to City N. Think about what this graph would look like if it used real-world data. Would the graph be complete?

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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Assume you were creating a directed graph to represent data in the real world. In this graph, the
vertices represent cities in the United States. The edges represent direct flights between cities. In
other words, if there is an edge from Vertex A to Vertex B, that means there is a direct flight that
goes from City A to City B. If there is no direct edge from Vertex M to Vertex N, that means there is
no direct flight that goes from City M to City N.
Think about what this graph would look like if it used real-world data. Would the graph be complete?
O Yes, the graph would be complete.
No, the graph would NOT be complete.
Transcribed Image Text:Assume you were creating a directed graph to represent data in the real world. In this graph, the vertices represent cities in the United States. The edges represent direct flights between cities. In other words, if there is an edge from Vertex A to Vertex B, that means there is a direct flight that goes from City A to City B. If there is no direct edge from Vertex M to Vertex N, that means there is no direct flight that goes from City M to City N. Think about what this graph would look like if it used real-world data. Would the graph be complete? O Yes, the graph would be complete. No, the graph would NOT be complete.
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