MTH202: MTH202 Handouts PDF
Discrete Mathematics
Download the complete MTH202 Discrete Mathematics handouts in one PDF, all 45 lectures from start to end. Read a lecture, then test yourself with the matching quiz so it stays in your head on exam day.
- 45 lectures
- 338 pages
- PDF, 3.1 MB
- Updated November 2026
What is inside the MTH202 handouts
Every lecture in the PDF. Tap one to practise its quiz.
- 1 MTH202 Lecture 1Introduction to Discrete Math ,Statements,Negation,Conjunction and disjunction(Lecture# 1)
- 2 MTH202 Lecture 2Truth Tables, Logical Equivalence and De Morgan`s Law(Lecture # 2)
- 3 MTH202 Lecture 3Laws of Logic their Applications and implications(Lecture # 3)
- 4 MTH202 Lecture 4Biconditional,Laws of Logic involving biconditional and their Application(Lecture # 4)
- 5 MTH202 Lecture 5Valid and Invalid Argument(Lecture # 5)
- 6 MTH202 Lecture 6Application To Digital Circuits(Lecture # 6)
- 7 MTH202 Lecture 7Sets ,Reprsentation of Sets,Membership Table(Lecture# 7)
- 8 MTH202 Lecture 8Union ,Intersection,And some application(Lecture# 8)
- 9 MTH202 Lecture 9Set Identities and Their Application(Lecture# 9)
- 10 MTH202 Lecture 10Application of Venn Diagram, Partition of a set , Power set(Lecture# 10)
- 11 MTH202 Lecture 11Cartesian Product ,Relations And Their Representations(Lecture# 11)
- 12 MTH202 Lecture 12Reflexive,Symmetric and Tranisitive and Equivalence Relations(Lecture# 12)
- 13 MTH202 Lecture 13Irreflexive,Anti-symmetric and Partial order Relations(Lecture# 13)
- 14 MTH202 Lecture 14Inverse ,Complementary ,Composite Relations(Lecture# 14)
- 15 MTH202 Lecture 15Functions,Arrow Diagram,Grapgh of Functions.(Lecture# 15)
- 16 MTH202 Lecture 16Injective,Surjective and Bijective Functions.(Lecture# 16)
- 17 MTH202 Lecture 17Equality,Inverse and Composition of Functions(Lecture# 17)
- 18 MTH202 Lecture 18Algebra of Functions, Image& Inverse Image Functions,Finite & Infinite sets.(Lecture#18)
- 19 MTH202 Lecture 19Arithmetic and Geometric Sequences.(Lecture# 19)
- 20 MTH202 Lecture 20Series, Arithmetic and Geometric Series.(Lecture# 20)
- 21 MTH202 Lecture 21Recursion , Recursively defined Functions and Sequences.(Lecture# 21)
- 22 MTH202 Lecture 22Recursive definition of Sets ,Union, Intersection ,Boolean Expressions etc(Lecture# 22)
- 23 MTH202 Lecture 23Introduction to Mathematical Induction(Lecture# 23)
- 24 MTH202 Lecture 24Mathematical I nduction for Divisibility and Inequalities.(Lecture# 24)
- 25 MTH202 Lecture 25Methods of Proof, Direct Proof, Disproof by counter example.(Lecture# 25)
- 26 MTH202 Lecture 26In direct Proof, Proof by Contradiction and Proof by Contraposition.(Lecture# 26)
- 27 MTH202 Lecture 27Pre-& Post-conditions of an Algorithm, Loop Invariant& Theorem.(Lecture # 27)
- 28 MTH202 Lecture 28Loop to compute a Product , Division Algorithm ,Euclidean Algorithm.(Lecture# 28)
- 29 MTH202 Lecture 29Combinatorics (Lecture# 29)
- 30 MTH202 Lecture 30K- Sample , K - Permutation.(Lecture# 30)
- 31 MTH202 Lecture 31K - Combinations , K - Selections.(Lecture# 31)
- 32 MTH202 Lecture 32Ordered and unordered Partitions,Permutations with repititons(Lecture# 32)
- 33 MTH202 Lecture 33Tree Diagram , Inclusion - Exclusion Principle.(Lecture# 33)
- 34 MTH202 Lecture 34Pigeonhole Principle(Lecture# 34)
- 35 MTH202 Lecture 35Introduction to Probability.(Lecture# 35)
- 36 MTH202 Lecture 36Addition Law of Probability.(Lecture# 36)
- 37 MTH202 Lecture 37Conditional Probability, Independent Events.(Lecture# 37)
- 38 MTH202 Lecture 38Random Variables.Probability Distribution,Expectation and Variance(Lecture# 38)
- 39 MTH202 Lecture 39Introduction to Graph Theory.(Lecture# 39)
- 40 MTH202 Lecture 40Paths and Circuits.(Lecture# 40)
- 41 MTH202 Lecture 41Matrix Reprsentation Of Graphs.(Lecture# 41)
- 42 MTH202 Lecture 42Isomorphisms of Graphs.(Lecture# 42)
- 43 MTH202 Lecture 43Planar Graphs and Graph Coloring.(Lecture# 43)
- 44 MTH202 Lecture 44Trees.(Lecture# 44)
- 45 MTH202 Lecture 45Spanning Trees.(Lecture# 45)
How to study MTH202 with the handouts
Reading alone is not enough. This is what works for most VU students.
- 1Read one or two lecturesShort sessions stick better than reading the whole PDF the night before.
- 2Take the lecture quizEvery Gradup quiz matches the handout lectures, with explanations in English and Roman Urdu.
- 3Revise what you got wrongGo back to those pages in the handouts, then try the quiz again.
- 4Take a mock before the examPick the lectures in your midterm or final term syllabus and get a mock paper from only those.
Frequently asked questions
About the MTH202 handouts.
Tap Download PDF on this page. You get the complete MTH202 Discrete Mathematics handouts in one file (338 pages, 3.1 MB). It is free and you do not need to sign up.
The MTH202 handouts cover all 45 lectures of Discrete Mathematics, from the first lecture to the last.
Your teacher announces the midterm and final term syllabus on VU LMS each semester. Usually the midterm covers about the first half of the lectures and the final term covers the whole course.
Read a few lectures, then take the matching MTH202 lecture quiz on Gradup. Each answer comes with an explanation in English and Roman Urdu, and a midterm or final term mock tests you before the exam.
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