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WGU C959 MATH 2800 Discrete Mathematics Comprehensive Practice Questions
Use the 64 quiz questions to prepare yourself and test whether you know the subject matter.
Preview (8 of the 64 quiz questions)
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DownloadWhat is a set in discrete mathematics?
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A set is a collection of distinct objects, considered as an object in its own right. Sets are one of the most fundamental concepts in mathematics.
How do you denote a set?
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A set is usually denoted by curly braces, for example, .
What is the power set of a given set?
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The power set of a set is the set of all possible subsets, including the empty set and the set itself.
Define a subset.
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A subset is a set whose elements are all contained within another set.
What is the difference between a finite set and an infinite set?
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A finite set has a limited number of elements, while an infinite set has an unlimited number of elements.
What is a universal set?
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A universal set is the set that contains all the objects under consideration, typically denoted by the symbol U.
Describe the principle of mathematical induction.
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The principle of mathematical induction is a method of proving statements that are formulated in terms of natural numbers. It involves proving a base case and an inductive step.
What is a function in the context of discrete mathematics?
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A function is a relation between a set of inputs and a set of permissible outputs, with each input related to exactly one output.
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What is a set in discrete mathematics?
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A set is a collection of distinct objects, considered as an object in its own right. Sets are one of the most fundamental concepts in mathematics.
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Question:
How do you denote a set?
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Check answerAnswer:
A set is usually denoted by curly braces, for example, .
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Question:
What is the power set of a given set?
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Check answerAnswer:
The power set of a set is the set of all possible subsets, including the empty set and the set itself.
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Question:
Define a subset.
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Check answerAnswer:
A subset is a set whose elements are all contained within another set.
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Question:
What is the difference between a finite set and an infinite set?
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Check answerAnswer:
A finite set has a limited number of elements, while an infinite set has an unlimited number of elements.
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Question:
What is a universal set?
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Check answerAnswer:
A universal set is the set that contains all the objects under consideration, typically denoted by the symbol U.
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Question:
Describe the principle of mathematical induction.
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Check answerAnswer:
The principle of mathematical induction is a method of proving statements that are formulated in terms of natural numbers. It involves proving a base case and an inductive step.
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input text value
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Question:
What is a function in the context of discrete mathematics?
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Check answerAnswer:
A function is a relation between a set of inputs and a set of permissible outputs, with each input related to exactly one output.
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These practice questions are designed to help you prepare for the WGU C959 MATH 2800 Discrete Mathematics Comprehensive Objective Assessment. Each question is crafted to cover key concepts and topics that are essential for mastering discrete mathematics. Use these questions to test your understanding and to identify areas where you may need further study.
Number
64 questions
Language
English
Made on
09-28-2025
Education
View all 64 quiz questions
-
What is a set in discrete mathematics?
A set is a collection of distinct objects, considered as an object in its own right. Sets are one of the most fundamental concepts in mathematics. -
How do you denote a set?
A set is usually denoted by curly braces, for example, . -
What is the power set of a given set?
The power set of a set is the set of all possible subsets, including the empty set and the set itself. -
Define a subset.
A subset is a set whose elements are all contained within another set. -
What is the difference between a finite set and an infinite set?
A finite set has a limited number of elements, while an infinite set has an unlimited number of elements. -
What is a universal set?
A universal set is the set that contains all the objects under consideration, typically denoted by the symbol U. -
Describe the principle of mathematical induction.
The principle of mathematical induction is a method of proving statements that are formulated in terms of natural numbers. It involves proving a base case and an inductive step. -
What is a function in the context of discrete mathematics?
A function is a relation between a set of inputs and a set of permissible outputs, with each input related to exactly one output. -
Define a bijective function.
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What is a graph in discrete mathematics?
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Explain the difference between a directed and an undirected graph.
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What is a tree in graph theory?
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What is a Hamiltonian cycle?
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Define an Eulerian path.
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What is a proposition in logic?
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Explain logical conjunction.
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What is a tautology?
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Define a contradiction in logic.
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What is a logical equivalence?
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Describe De Morgans Laws.
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What is a permutation?
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Define a combination.
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How do you calculate the number of permutations of a set?
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How do you calculate the number of combinations of a set?
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What is a binary relation?
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Define an equivalence relation.
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What is a partial order?
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Explain what a Hasse diagram is.
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What is a lattice in discrete mathematics?
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Define a Boolean algebra.
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What is a simple graph?
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What is a bipartite graph?
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Explain the concept of graph isomorphism.
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What is a planar graph?
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Define the chromatic number of a graph.
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What is a spanning tree?
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Describe Kruskals algorithm.
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What is Prims algorithm?
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Define a recurrence relation.
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What is the Fibonacci sequence?
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Explain the pigeonhole principle.
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What is a generating function?
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Define a graphs degree sequence.
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What is a clique in a graph?
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What is a cut vertex?
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Define a path in a graph.
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What is a cycle in a graph?
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Explain what a bipartite graph matching is.
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What is the principle of inclusion-exclusion?
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Define a surjective function.
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What is an injective function?
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Describe a reflexive relation.
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What is an antisymmetric relation?
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Define a transitive relation.
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What is a directed acyclic graph (DAG)?
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Explain the concept of graph connectivity.
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What is a complete graph?
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Define a multigraph.
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What is a weighted graph?
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Describe a self-loop in a graph.
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What is a path graph?
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Explain what a cycle graph is.
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What is a matching in a graph?
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Define a vertex cover.
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