Venn Diagrams of Set operations
In set theory, there are many operations performed on sets, such as:
1.DisJoint sets
2.SubSet
3.Difference of set
Disjoint sets
In the above figure
Set A={1,3,5}
B={2,4,6}
As the Sets A,B have nothing in common therefore A intersection B is null set
as there is Nothing in common
Both A,B sets are represented seperately
And 2 sets are said to be disjoint if they have no element in common
Subset
In this diagram A is subset of B
Let A={1,2,3}
B={1,2,3,4}
Here we can Say all elements in Set A are present in Set B
So we say A is subset of B.
In the above figure
Set A={1,3,5}
B={2,4,6}
As the Sets A,B have nothing in common therefore A intersection B is null set
as there is Nothing in common
Both A,B sets are represented seperately
And 2 sets are said to be disjoint if they have no element in common
In this diagram A is subset of B
Let A={1,2,3}
B={1,2,3,4}
Here we can Say all elements in Set A are present in Set B
So we say A is subset of B.