Skip to content
Video Lectures
01 Set, construction methods, set types, set cardinality
02 Set Construction methods | Roster | Description
03 Operations with sets | Union | Intersection | Difference | Complement
08 Anti-symmetric relation
15 Numerical problem on Relation
16 (A ᴧ B) X (C ᴧ D)=(A X C) ᴧ ( B X D) | Relation example
18 Mathematical Induction
19 Mathematical Induction | Prove 2+4+6+…+2n=n(n+1)
20 Mathematical Induction | Sum of cubes of three Consecutive integers is divisible by 9
22 Group, Abelian Group, Sub Group
23 Prove set G= {1, 2, 3, 4, 5, 6} is abelian group of order 6, multiplication modulo 7
24 Prove set G= {0, 1, 2, 3, 4, 5} is abelian group of order 6, addition modulo 6
25 Monoid in Algebraic structure
27 Numerical problem on Semi Group
32 Numerical problem on Group
35 Prove that a ring R is commutative, if and only if (a+b)2 = a2 + 2ab + b2
36 Obtain particular solution ar + 5ar-1 + 6ar-2 = 3r2 – 2r + 1
37 Proposition | Basic Logical | Conjuction | Disjunction | Negation
39 CNF: Conjuctive Normal Form
40 Inclusion Exclusion Principal
41 Inclusion Exclusion Principal example 01
46 Recurrence Relation | Example 01
47 Recurrence relation | Example 02
48 Recurrence relation | Example 03
49 Generating function | Example 01
50 Generating function | Example 02
