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Set theory
Introduction To Sets
Introduction to Sets (7:40)
Elements of, not elements of and cardinality (4:51)
Describing Sets (8:42)
Types of Sets (5:29)
Subsets
Subsets (5:22)
Number of Subsets of a set (5:44)
Subsets in Venn Diagram (2:13)
Operations on Sets
Complement of sets (7:39)
Complement of sets in Venn Diagram (2:12)
Intersection of Sets (5:48)
Intersection of sets - Venn diagram (5:58)
Union of Sets edit (4:56)
Union of Sets - Venn diagram (1:25)
Properties of Set Operations
Commutative Property (3:51)
Associative Property (6:38)
Distributive Property (8:37)
DeMorgan Law Intro (1:19)
DeMorgan Law Union (3:38)
DeMorgan Law example (3:46)
DeMorgan Law Intersection edit (3:14)
DeMorgan Law example (3:49)
Venn Diagrams
Venn Diagram Regions of 2 sets (7:13)
Cardinality of 2 set venn diagram (4:27)
Regions of a 3 set venn diagram (11:28)
Cardinality of Universal Set of a 3 set venn diagram (9:31)
Solved examples of 2 sets Practical Problems
Practical problem 1 (6:44)
Practical problem 2 (4:04)
Practical problem 3 (6:02)
Solved examples of 3 sets Practical Problems
Practical problem 1 (9:13)
Practical problem 2 (12:36)
Practical problem 3 (14:40)
Cardinality of 2 set venn diagram
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