Prove the following.If in a graph any two vertices are connected by a unique path, the graph is a tree. Data from Prob. 14 Prove the following.The path connecting any two vertices u and v in a tree is unique.

Chapter 23, PROBLEM SET 23.4 #15

Prove the following.
If in a graph any two vertices are connected by a unique path, the graph is a tree.

Data from Prob. 14

Prove the following.
The path connecting any two vertices u and v in a tree is unique.

This problem has been solved!


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Related Book For answer-question

Advanced Engineering Mathematics

10th edition

Authors: Erwin Kreyszig

ISBN: 978-0470458365