1. Let F be a forest with n vertices and k connected components, with 1 deg(v) in terms of n and k. veV (F) (b) Show that the average degree of a vertex in F is strictly less than 2. (c) Conclude that...

1. Let F be a forest with n vertices and k connected components, with 1<k < n.<br>(a) Compute> deg(v) in terms of n and k.<br>veV (F)<br>(b) Show that the average degree of a vertex in F is strictly less than 2.<br>(c) Conclude that forests have leaves.<br>

Extracted text: 1. Let F be a forest with n vertices and k connected components, with 1< n.="" (a)="" compute=""> deg(v) in terms of n and k. veV (F) (b) Show that the average degree of a vertex in F is strictly less than 2. (c) Conclude that forests have leaves.

Jun 04, 2022

SOLUTION.PDF

1. Let F be a forest with n vertices and k connected components, with 1 deg(v) in terms of n and k. veV (F) (b) Show that the average degree of a vertex in F is strictly less than 2. (c) Conclude that...

Get Answer To This Question

Related Questions & Answers

Submit New Assignment