Consider the tree shown in Fig. 23. (a) How many degrees of separation are there between

Chapter 7, Problem 6

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QUESTION:

Consider the tree shown in Fig. 23. (a) How many degrees of separation are there between A and P? (b) How many degrees of separation are there between E and P? (c) How many degrees of separation are there between L and P? (d) What is the largest degree of separation between a pair of vertices?

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QUESTION:

Consider the tree shown in Fig. 23. (a) How many degrees of separation are there between A and P? (b) How many degrees of separation are there between E and P? (c) How many degrees of separation are there between L and P? (d) What is the largest degree of separation between a pair of vertices?

ANSWER:

Step 1 of 4

Given figure is

To find the degrees of separation between A and P.

The length of a shortest path joining two vertices in a network is the degree of separation of the two vertices.

The shortest path that connects the two vertices A and P is

A – D – G – K – N – P

The length of this path is 5.

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