Intersection of Set(A Intersect B) or A∩B Calculator
Calculator will find the Intersection of Set(A Intersect B).
For example:
The two sets of events as:
A={1,2,3,4} and
B={3,4,6,7,8}
The intersection of the sets we get
A ∩ B = {3, 4}
Definition
Set is the relation of some given data or say set contains the elements of similar type or category. A set is defined as the collection of elements, such as numbers or other objects, which are arranged in a group. The set with any numbers can be denoted in the symbol braces { }. The intersection of the sets A and set B is represented by A ∩ B and it is pronounced as A intersection B.
Differences Between Union and Intersection
| Union of Set | Intersection of Set |
|---|---|
| The union discards duplicates values of given sets. | An intersection is a set of common values only. |
| The number of elements of a union is greater than or equal to parent sets. | The number of elements in an intersection is always less than or equal to parent sets. |
| The symbol "∪" is used to represent the union of set. | The symbol "∩" is used to represent the intersection of set. |