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Relations and Functions
Number of Elements in Set A in Relations and Functions Formulas
Number of Elements in Set A is the total count of elements present in the given finite set A. And is denoted by n
(A)
.
Relations and Functions formulas that make use of Number of Elements in Set A
f
x
Number of Functions from Set A to Set B
Go
f
x
Number of Injective (One to One) Functions from Set A to Set B
Go
f
x
Number of Bijective Functions from Set A to Set B
Go
f
x
Number of Relations from Set A to Set B which are not Functions
Go
f
x
Number of Relations from Set A to Set B
Go
f
x
Number of Reflexive Relations on Set A
Go
f
x
Number of Symmetric Relations on Set A
Go
f
x
Number of Relations on Set A
Go
f
x
Number of Asymmetric Relations on Set A
Go
f
x
Number of Irreflexive Relations on Set A
Go
f
x
Number of Relations on Set A which are both Reflexive and Symmetric
Go
f
x
Number of Antisymmetric Relations on Set A
Go
f
x
Number of Relations on Set A which are both Reflexive and Antisymmetric
Go
f
x
Number of Relations on Set A which are both Symmetric and Antisymmetric
Go
f
x
Number of Non Empty Relations from Set A to Set B
Go
FAQ
What is the Number of Elements in Set A?
Number of Elements in Set A is the total count of elements present in the given finite set A.
Can the Number of Elements in Set A be negative?
{YesorNo}, the Number of Elements in Set A, measured in {OutputVariableMeasurementName} {CanorCannot} be negative.
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