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Math Sets
Main Ideas
KIND OF SETS
Empty Set
The empty set is the unique set having no elements
A = {A dog with rooster head}
Relationships of sets
Inclusion
Equality
Disjunction
Coordinability
Intersection
OPERATIONS
BETWEEN
SETS
The End
Symmetric Difference
Symmetric difference of two sets is the set of elements which are in either of the sets and not in their intersection.
C 3:10-3:31
The End
UNIVERSAL SET
Set Notation
Set in brackets
Definition
A set is made by elements that have the same characteristics...
Set in Illustration
Represent them
Union
Elements that are in both sets,
everything.
Example: What's in both A and B.
Intersection
The set of elements that they (the groups of
data) have in common with each other.
Set Difference
Example: In a ven diagram, the data in the middle circle.
The set of elements in one set
but not another.
Example: The data in A but not in B would be a set
difference.
Set in a diagram
Label sets with
Name sets :
Singleton
THE END!!!
(AUB)'
C
GRAPHS
VEN DIAGRAMS
A
B
C
http://www.softschools.com/math/venn_diagram/triple_venn_diagram/
NOT YET :)
http://www.onlinemathlearning.com/math-sets.html
http://www.projectmaths.ie/students/strand3JC/sets/setsquiz1.htm