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How many edges must be deleted from a 4-regular connected graph G of order n to obtain a

Chapter 13, Problem 14

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QUESTION:

How many edges must be deleted from a 4-regular connected graph G of order n to obtain a spanning tree of G?

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QUESTION:

How many edges must be deleted from a 4-regular connected graph G of order n to obtain a spanning tree of G?

ANSWER:

Problem 14

How many edges must be deleted from a 4-regular graph G of order n to obtain a spanning tree of G?

                                                 Step by Step Solution

Step 1 of 3

In a node 4-regular graph the number of edges is 2n but for the spanning tree,  edges are required.

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