You may represent it as A U B. If the intersection is between A and B

Hi, you can write it $A \cap B$.

The intersection of A and B is denoted by: A ∩ B

A∩B is an intersection of A and B

The intersection of A and B is the part of the Venn diagram where the circles overlap. In set theory this is denoted using the symbol 'n'

so for 2 events A and B AnB is the intersection, (A and B)

The intersection of A and B is A ^ B

The intersection of A and B is denoted by A ∩ B. It is shown in the shaded areas of the two diagrams below.

The intersection of two events A and B is the event that both of these events occurred, which can symbolically be represented as A∩B.

A∩B means the intersection of A and B

The point where they both meet

The intersection of two sets A and B can be denoted by writing A∩B.

'A intersection B' is represented symbolically as A ∩ B.

For the intersection, which is the set composed of all elements that belong to both A and B you can use the symbol: A ∩ B

The intersection operation is denoted using the symbol ⌒ .

So, the intersection of two sets A and B is written as A ⌒ B.

The Intersection of A and B is AnB.