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SETS
Topic
Vaibhav Zade, Navpratibha High School,
Let see rules of writing a Set
(i) Generally the name of set is given using capital letters
A, B, C, … , Z.
(ii) Elements of sets are always enclose within the braces
{ … }
(iii) Elements of set are shown by using small letters.
a, b, c, …. z.
If a is element of set N, we say that , “a belongs to N”
The Greek symbol ∈ (epsilon) is used to denote the phrase
“belongs to”
(iv) Elements in the set generally not repeated.
a ∈ N
Vaibhav Zade, Navpratibha High School,
Let see the example of Set
𝐴 = { 1,2,3,4,5,6,7,8,9,10}𝐴 1,2,3,4,5,6,7,8,9,10{ }
In above example, A is name of Set.
Elements of sets are written in curly brackets { … }
1,2,3,4,5,6,7,8,9,10 are elements of set A , Thus we write
1 ∈ A 2 ∈ A 6 ∈ A 10 ∈ A
11 is not elements of set A, we write as
11 ∈ A Also 25 ∈ A
9 does not belongs to D i.e. 9 ∈ D
19 does not belongs to D i.e. 19 ∈ D
Vaibhav Zade, Navpratibha High School,
Let see another example of Set
𝐷 = { 2, 3, 5, 7, 11, 13}
In above example, D is set of some numbers.
2 is belongs to D i.e. 2 ∈ D
7 is belongs to D i.e. 7 ∈ D
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Rules of writing sets

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Rules of writing sets

  • 2. Vaibhav Zade, Navpratibha High School, Let see rules of writing a Set (i) Generally the name of set is given using capital letters A, B, C, … , Z. (ii) Elements of sets are always enclose within the braces { … } (iii) Elements of set are shown by using small letters. a, b, c, …. z. If a is element of set N, we say that , “a belongs to N” The Greek symbol ∈ (epsilon) is used to denote the phrase “belongs to” (iv) Elements in the set generally not repeated. a ∈ N
  • 3. Vaibhav Zade, Navpratibha High School, Let see the example of Set 𝐴 = { 1,2,3,4,5,6,7,8,9,10}𝐴 1,2,3,4,5,6,7,8,9,10{ } In above example, A is name of Set. Elements of sets are written in curly brackets { … } 1,2,3,4,5,6,7,8,9,10 are elements of set A , Thus we write 1 ∈ A 2 ∈ A 6 ∈ A 10 ∈ A 11 is not elements of set A, we write as 11 ∈ A Also 25 ∈ A
  • 4. 9 does not belongs to D i.e. 9 ∈ D 19 does not belongs to D i.e. 19 ∈ D Vaibhav Zade, Navpratibha High School, Let see another example of Set 𝐷 = { 2, 3, 5, 7, 11, 13} In above example, D is set of some numbers. 2 is belongs to D i.e. 2 ∈ D 7 is belongs to D i.e. 7 ∈ D    