There are very few that I can think of. The properties all depend on the domain and operations defined on the numbers in the domain.
Addition is commutative and transitive.
Multiplication is commutative and transitive.
Multiplication is distributive over addition.
I think that is it.
No property which has anything to do with the following operations can be a property for all numbers:
Subtaction: The set of positive numbers is not closed under subtraction.
Division: The set of all integers is not closed under division.
Indices: The set of rational numbers is not closed under indices (powers).
Ordering: The set of complex numbers is not (simply) ordered.
No.
The commutative property basically states that numbers can be added or subtracted in any order.
It is the commutative property of addition.
the commutative property
hi
No.
The commutative property basically states that numbers can be added or subtracted in any order.
It is the commutative property of addition.
the commutative property
hi
Associative Property
Any physical property that can be measured and represented in numbers.
The commutative or Abelian property.
communative property is when you are adding or subtracting any numbers it doesnt matter how u write them.....
it is the commutative property of addition
It is not clear from the question whether you mean the numbers can be in any order (commutative property) or the operation of addition can be in any order (associative property). Commmutativity: a+b = b+a Associativity (a+b)+c = a+(b+c)
An Archimedean property is the property of the set of real numbers, that for any real number there is always a natural number greater than it.