Consider the two following graphs and answer the following questions. a) Are G and H isomorphic? Why? b) Show that H is bipartite. c) Show that k(G) = 2. d) Show that 2(H) = 2. %3D U5 %3D e) Does G contain any Eulerian circuit? Why? f) Find a Hamiltonian path in H. g) Consider H as a planar representation of a planar Ug U4 graph. Label regions in H, and find degree of each
Consider the two following graphs and answer the following questions. a) Are G and H isomorphic? Why? b) Show that H is bipartite. c) Show that k(G) = 2. d) Show that 2(H) = 2. %3D U5 %3D e) Does G contain any Eulerian circuit? Why? f) Find a Hamiltonian path in H. g) Consider H as a planar representation of a planar Ug U4 graph. Label regions in H, and find degree of each
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter3: Matrices
Section3.7: Applications
Problem 74EQ
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