No. of Elements in Symmetric Difference of A and B in Sets, Relations and Functions Formulas

No. of Elements in Symmetric Difference of A and B is the total count of elements that are either present in a given set A or in another given set B but not in both. And is denoted by n_(AΔB).

Formulas to find No. of Elements in Symmetric Difference of A and B in Sets, Relations and Functions

fxNumber of Elements in Symmetric Difference of Two Sets A and BGo

fxNumber of Elements in Symmetric Difference of Two Sets A and B given n(A) and n(B)Go

fxNumber of Elements in Symmetric Difference of Two Sets A and B given n(A-B) and n(B-A)Go

List of variables in Sets, Relations and Functions formulas

fx Number of Elements in Union of A and B Go

fx Number of Elements in Intersection of A and B Go

fx Number of Elements in Set A Go

fx Number of Elements in Set B Go

fx Number of Elements in A-B Go

fx Number of Elements in B-A Go

FAQ

What is the No. of Elements in Symmetric Difference of A and B?

No. of Elements in Symmetric Difference of A and B is the total count of elements that are either present in a given set A or in another given set B but not in both.

Can the No. of Elements in Symmetric Difference of A and B be negative?

{YesorNo}, the No. of Elements in Symmetric Difference of A and B, measured in {OutputVariableMeasurementName} {CanorCannot} be negative.

Let Others Know

✖

Facebook

Twitter

Copied!