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Discrete Mathematics 1
Section 1
Unit 1 - Introduction to Discrete Mathematics
Overview of Discrete Mathematics
Sets and Relations
Functions in Discrete Mathematics
Section 2
Unit 2 - Logic and Propositional Logic
Introduction to Logic
Propositional Logic
Proof Techniques in Propositional Logic
Section 3
Unit 3 - Graph Theory
Introduction to Graph Theory
Types of Graphs
Graph Coloring
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Unit 3 • Chapter 1
Introduction to Graph Theory
Summary
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Concept Check
What is a connected graph in Graph Theory?
A graph where there is a path between every pair of vertices
A graph with only one vertex
A graph with multiple isolated components
A graph with no edges between vertices
What does a cycle in a graph refer to?
A closed path where no repeated vertices or edges exist
A set of disconnected vertices
A single vertex with no edges
A straight line connecting two vertices
What is the concept of degree in Graph Theory?
The path between two vertices
The number of edges connected to a vertex
The number of vertices in a graph
The size of the graph
Define a bipartite graph in Graph Theory.
A graph whose vertices can be divided into two disjoint sets
A graph without any edges
A graph with loops
A graph with only one vertex
Check Correctness
Next
Types of Graphs