CHAPTER 11 INTRODUCTION OF SETS

11. Introduction of Set

Mathematics Form 1
SMK SUNGAI MAONG

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11.1 Set (Describe sets)

Describe sets using:
(i). Description,
(ii). Listing
(iii). Set builder notation

11.1 Set (Describe sets)

(i). Description,

11.1 Set (Describe sets)

(ii). Listing,

11.1 Set (Describe sets)

(iii). Set builder,

11.1 Set (Describe sets)

11.1 Set - (Empty Set)

11.1 Set - (Element of Set)

11.1 Set - (Element of Set)

11.1 Set - (Element of Set)
- The number of elements of a Set

11.1 Set - (Element of Set)
- The number of elements of a Set

11.1 Set - (Equality of Sets)

11.1 Set - (Equality of Sets)

11.2 Venn Diagrams, Universal Sets,
Complement of a Set and Subsets

• Universal Sets • Complement of a Set

• Universal Sets , • Complement of a Set A, Complement of a Set –
A’ = { 2, 4, 6, 8} Not the elements of
Universal Set - All the elements in the Venn • Complement of a Set B, the set
Diagrams B’ = { 1, 2, 6, 9, 10}

11.2 Venn Diagrams, Universal Sets,
Complement of a Set and Subsets

• Universal Sets • Complement of a Set

11.2 Venn Diagrams, Universal Sets, Complement of a Set and Subsets

4
3
2
1

11.2 Venn Diagrams, Universal Sets, Complement of a Set and Subsets

4
3
2
1

11.2 Venn Diagrams, Universal Sets, Complement of a Set and Subsets

4
3
2
1

11.2 Venn Diagrams, Universal Sets,
Complement of a Set and Subsets

• Subset

• Set B is the Subset
of Set A

11.2 Venn Diagrams, Universal Sets, Complement of a Set and Subsets