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Chapter 10: Graphs

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Discrete Mathematics and its Applications
Pages: 641 - 738
Discrete Mathematics and its Applications

Discrete Mathematics and its Applications

Book edition 7th
Author(s) Kenneth H. Rosen
Pages 808 pages
ISBN 9780073383095

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Illustration

130 Questions for Chapter 10: Graphs

  1. Find the chromatic number of the given graph.

    Found on Page 733

  2. a) What does it mean for two simple graphs to be isomorphic?

    Found on Page 737

  3. Find the chromatic number of the given graph.

    Found on Page 733

  4. For the graphs in Exercises 5–11, decide whether it is possible to decrease the chromatic number by removing a single vertex and all edges incident with it.

    Found on Page 733

  5. a) Explain how an adjacency matrix can be used to represent a graph.

    Found on Page 737

  6. To Determine Into how many regions is the plane divided by a planar representation of this graph?

    Found on Page 738

  7. Which graphs have a chromatic number of 1?

    Found on Page 733

  8. To determine the shortest path in terms of lease rates between Boston and Los Angeles.

    Found on Page 716

  9. a) Define an Euler circuit and an Euler path in an undirected graph.

    Found on Page 737

  10. a) Define an Euler circuit and an Euler path in an undirected graph.

    Found on Page 737

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