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Free download of Sikkim Manipal University, SMU previous year, last year, sample question paper for  : [Discrete Mathematics] MT0043. Find question and answer for Part-A 2 marks, Part-B 4 Marks and Part-C 8 marks. Free download of question paper of previous year test.   Discrete Mathematics , MT0043 question paper includes multiple choice options and answer also.

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   SMU >> MSc IT >> MT0043

   Discrete Mathematics

This is the collection of Sikkim Manipal University (SMU) question paper for MSc IT - Discrete Mathematics. It will help you to prepare your examination. All questions are classified as per question type like PART - A of 2 marks, PART - B of 4 marks and PART - C of 8 marks same as actual examination. SMU question paper set which includes year 2018, 2017, 2016 SMU question papers of Discrete Mathematics are updated regularly and it is absolutely free to use. SMU Question paper includes multiple choice question and answer as same as real and original examination. It will help you to study and prepare for your final SMU examination.

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SMU Question Paper
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  1. BCA
  2. MCA
  3. BSc IT
  4. MSc IT
  5. MBA

   Get SMU Assignment   

Course Name
        MSc IT (Master of Science in Information Technology)

Subject Code      
MT0043 (Discrete Mathematics)

Get Questions        PART - A    PART - B    PART - C

Discrete Mathematics Syllabus.

Unit 1: Mathematical Logic
Proposition or statements, connectives, Tautology, normal forms, well formed formulas, predicate calculus

Unit 2: Set Theory
Sets, operation on sets, principles of inclusion and exclusion, Peano’s axiom and mathematical induction, generating functions, recurrence relations

Unit 3: Relations
Product set and partitions, relations, properties of relations, manipulation of relations

Unit 4: Functions
Types of functions, pigeonhole principle , permutations and combinations, combinatorics-simple counting principle

Unit 5: Order relations and structure
Partially ordered sets, Hasse diagram, external elements of posets, lattices

Unit 6: Semigroups and Coding
Binary operation, semi groups, products and quotients of semi groups , groups , subgroups , cosets, cyclic groups , coding and decoding , error detection and correction

Unit 7: Graphs
Introduction to graphs , digraphs , paths, cycles , degrees , complete graphs , bipartite graphs , connectivity , bridges , blocks , trees , subgraphs , spanning

Unit 8: Traversability
Eulerian graphs, characterization, Hamitonian paths and circuits , traveling salesman problem

Unit 9: Covering and Independence , planarity
Planar graphs, non-planar graphs, Euler’s formula , Colourability

Unit 10: Representation graph
Incidence matrix, Adjacency matrix

Unit 11: Boolean Algebra
Boolean function, duality, Boolean identities, minimal Boolean function, disjunctive normal form, conjunctive normal form , switching circuits

Unit 12: Fuzzy Sets
Introduction, fuzzy set operations, truth value , algebraic operations on fuzzy sets , generation of rules for fuzzy problems, fuzzy propositions , applications of fuzzy sets

  Get Questions        PART - A    PART - B    PART - C

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