Discrete Mathematics MCQ (Multiple Choice Questions)

Discrete Mathematics MCQ - Multiple Choice Questions and Answers

Our 1000+ Discrete Mathematics MCQs (Multiple Choice Questions and Answers) focuses on all chapters of Discrete Mathematics covering 100+ topics. You should practice these MCQs for 1 hour daily for 2-3 months. This way of systematic learning will prepare you easily for Discrete Mathematics exams, contests, online tests, quizzes, MCQ-tests, viva-voce, interviews, and certifications.

Discrete Mathematics Multiple Choice Questions Highlights

- 1000+ Multiple Choice Questions & Answers (MCQs) in Discrete Mathematics with a detailed explanation of every question.
- These MCQs cover theoretical concepts, true-false(T/F) statements, fill-in-the-blanks and match the following style statements.
- These MCQs also cover numericals as well as diagram oriented MCQs.
- These MCQs are organized chapterwise and each Chapter is futher organized topicwise.
- Every MCQ set focuses on a specific topic of a given Chapter in Discrete Mathematics Subject.

Who should Practice Discrete Mathematics MCQs?

– Students who are preparing for college tests and exams such as mid-term tests and semester tests on Discrete Mathematics.
- Students who are preparing for Online/Offline Tests/Contests in Discrete Mathematics.
– Students who wish to sharpen their knowledge of Discrete Mathematics Subject.
- Anyone preparing for Aptitude test in Discrete Mathematics.
- Anyone preparing for interviews (campus/off-campus interviews, walk-in interview and company interviews).
- Anyone preparing for entrance examinations and other competitive examinations.
- All - Experienced, Freshers and College / School Students.

Discrete Mathematics Chapters

Here's the list of chapters on the "Discrete Mathematics" subject covering 100+ topics. You can practice the MCQs chapter by chapter starting from the 1st chapter or you can jump to any chapter of your choice.

  1. The Foundation: Logics and Proofs
  2. Basic Structures: Sets, Functions, Sequences, Sums and Matrices
  3. Algorithms
  4. Number Theory and Cryptography
  5. Induction and Recursion
  6. Counting
  7. Discrete Probability
  8. Relations
  9. Graphs
  10. Trees
  11. Boolean Algebra and Modeling Computations
  12. Groups

1. The Foundation: Logics and Proofs

The section contains multiple choice questions and answers on propositions, logic operations and circuits, implications, de morgans law, statements types, tautologies, logical equivalences, quantifiers, inference and proofs types.

  • Propositions
  • Logic and Bit Operations
  • Implication and Double Implications
  • Logic Circuits
  • De-Morgan’s Laws
  • Tautologies and Contradictions
  • Types of Statements
  • Logical Equivalences
  • Predicate Logic Quantifiers
  • Nested Quantifiers
  • Inference
  • Types of Proofs
  • 2. Basic Structures: Sets, Functions, Sequences, Sums and Matrices

    The section contains questions and answers on sets and its operations and types, venn diagram, subsets, functions and its growth, algebraic laws, range and domain of functions, arithmetic and geometric sequences, special and harmonic sequences, matrices types, properties and operations, transpose and inverse of matrices, sequences and summations.

  • Types of Set
  • Sets
  • Set Operations – 1
  • Set Operations – 2
  • Venn Diagram
  • Algebraic Laws on Sets
  • Cartesian Product of Sets
  • Subsets
  • Functions
  • The Growth of Functions
  • Domain and Range of Functions
  • Number of Functions
  • Floor and Ceiling Function
  • Inverse of a Function
  • Arithmetic Sequences
  • Geometric Sequences
  • Arithmetic and Geometric Mean
  • Special Sequences
  • Harmonic Sequences
  • Cardinality of Sets
  • Types of Matrices
  • Operations on Matrices
  • Properties of Matrices
  • Transpose of Matrices
  • Inverse of Matrices
  • Sequences and Summations
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    3. Algorithms

    The section contains MCQs on algorithms and its types, algorithms complexity, integers and division.

  • Algorithms
  • Types of Algorithms
  • Complexity of Algorithms – 1
  • Complexity of Algorithms – 2
  • Integers and Algorithms
  • The Integers and Division
  • 4. Number Theory and Cryptography

    The section contains multiple choice questions and answers on prime numbers, quadratic residue, lcm, hcf, base conversion, exponent rules, number complement, number theory applications, modular exponentiation, ciphers, cryptography encryption and decryption.

  • Prime Numbers
  • Quadratic Residue and Pseudo Prime
  • Least Common Multiples
  • Highest Common Factors
  • Base Conversion
  • Complement of a Number
  • Rules of Exponents
  • Applications of Number Theory
  • Primes and Greatest Common Divisors
  • Modular Exponentiation
  • Cryptography-Encryption
  • Cryptography-Decryption
  • Ciphers
  • 5. Induction and Recursion

    The section contains questions and answers on strong induction and ordering, mathematical induction principles and recursion.

  • Principle of Mathematical Induction
  • Strong Induction and Well Ordering
  • Recursion
  • 6. Counting

    The section contains MCQ on counting and pigeonhole principle, linear and circular permutations, combinations, divisors, derangement, recurrence relation, binomial expansion terms and coefficient.

  • Fundamental Principle of Counting
  • Pigeonhole Principle
  • Linear Permutation
  • Circular Permutations
  • Combinations
  • Number and Sum of Divisors
  • Division of Objects
  • Number of Solution of Equations
  • Derangements
  • Terms in Binomial Expansion
  • Binomial Coefficient
  • Recurrence Relation
  • 7. Discrete Probability

    The section contains multiple choice questions and answers on addition and multiplication theorem on probability, probability distribution, bayes theorem, generating functions, inclusion and exclusion principles, logarithmic and power series.

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  • Addition Theorem on Probability
  • Multiplication Theorem on Probability
  • Geometric Probability
  • Probability Distribution
  • Mean and Variance of Random Variables
  • Bayes Theorem
  • Generating Functions
  • Principle of Inclusion Exclusion
  • Logarithmic Series
  • Power Series
  • 8. Relations

    The section contains questions and answers on relations types and closure, partial orderings and equivalence classes.

  • Number of Relations
  • Closure on Relations
  • Types of Relations
  • Partial Orderings
  • Equivalence Classes and Partitions
  • 9. Graphs

    The section contains MCQs on diagraph, hasse diagrams, lattices, bipartite graphs, graph properties, connected graphs, planarity, graph coloring, different path in graph and graph matrices.

  • Diagraph
  • Hasse Diagrams
  • Lattices
  • Bipartite Graphs
  • Graphs Properties
  • Complete and Connected Graphs
  • Isomorphism in Graphs
  • Different Path in a Graph
  • Planarity, Degree and Coloring of Graph
  • Graph’s Matrices
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    10. Trees

    The section contains multiple choice questions and answers on tree properties, cycles, tree traversal, spanning trees, prefix, postfix and infix notations.

  • Properties of Tree
  • Cycles
  • Tree Traversal
  • Interconversion for Prefix, Postfix & Infix Notations
  • Spanning Trees
  • 11. Boolean Algebra and Modeling Computations

    The section contains questions and answers on boolean algebra and functions, karnaugh maps, gates interconversion, prime implicants and essentials, minimization of boolean functions and finite state automation.

  • Boolean Algebra
  • Boolean Functions
  • Minimization of Boolean Functions
  • Karnaugh Maps
  • Interconversion of Gates
  • Prime Implicants and Essentials
  • Finite-State Automation
  • 12. Groups

    The section contains MCQs on group theory and axioms, closure and associativity, subgroups, identity and inverse existence, burnside theorem, cyclic and permutation groups.

  • Group Theory
  • Group Axioms
  • Closure and Associativity
  • Existence of Identity & Inverse
  • Subgroups
  • Cosets
  • Cyclic Groups
  • Permutation Groups
  • Burnside Theorem
  • If you would like to learn "Discrete Mathematics" thoroughly, you should attempt to work on the complete set of 1000+ MCQs - multiple choice questions and answers mentioned above. It will immensely help anyone trying to crack an exam or an interview.

    Wish you the best in your endeavor to learn and master Discrete Mathematics!

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