(c) Draw a graph to represent airline routs where every day there are four flights from Langkawi to Kuala Lumpur International Airport (KLIA), two flights from KLIA to Langkawi, three flights from KLIA to Kota Kinabalu, two flights from Kota Kinabalu to KLIA, one flight from KLIA to Kota Bahru, two flights from Kota Bahru to KLIA, three flights from KLIA to Johor Bahru, two flights from Johor Bahru to KLIA, and one flight from Johor Bahru to Kota Kinabalu, with an edge between vertices representing cities that have a flight between them (in either direction). State the type of the graph that you have drawn. Then store this graph information in adjacency matrix.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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(c) Draw a graph to represent airline routs where every day there are four flights from Langkawi to Kuala Lumpur
International Airport (KLIA), two flights from KLIA to Langkawi, three flights from KLIA to Kota Kinabalu, two
flights from Kota Kinabalu to KLIA, one flight from KLIA to Kota Bahru, two flights from Kota Bahru to KLIA, three
flights from KLIA to Johor Bahru, two flights from Johor Bahru to KLIA, and one flight from Johor Bahru to Kota
Kinabalu, with an edge between vertices representing cities that have a flight between them (in either direction).
State the type of the graph that you have drawn. Then store this graph information in adjacency matrix.
Transcribed Image Text:(c) Draw a graph to represent airline routs where every day there are four flights from Langkawi to Kuala Lumpur International Airport (KLIA), two flights from KLIA to Langkawi, three flights from KLIA to Kota Kinabalu, two flights from Kota Kinabalu to KLIA, one flight from KLIA to Kota Bahru, two flights from Kota Bahru to KLIA, three flights from KLIA to Johor Bahru, two flights from Johor Bahru to KLIA, and one flight from Johor Bahru to Kota Kinabalu, with an edge between vertices representing cities that have a flight between them (in either direction). State the type of the graph that you have drawn. Then store this graph information in adjacency matrix.
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