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I think you are referring to the commutative law for addition : a+b = b+a.

Q: What is the answer for the states that you can add numbers in any order?

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The commutative or Abelian property.

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)

Add the number together and give the answer the same sign as the numbers.

When you add two (or any number of) numbers together, the result is called the sum.

no

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The Commutative property of addition.

This is the commutative property. In symbols a+b = b +a and ab=ba for any numbers a and b.

The commutative property basically states that numbers can be added or subtracted in any order.

Add them up. Any order (the result is always the same)

the commutative property

It means that you can add up the numbers in any order, and it doesn't matter, the result will be the same.

This would be the commutative property of addition. It states that we can add the same numbers in any order and arrive at the same answer. I always tell my students the "C" in commutative stands for change as in changing the order of the numbers...

It is the commutative property of addition.

A consequtive is any value that repeats in order. Such that 1,2,3,4,5,6 . 1 is consequtive to 2 and 2 is to 3 and 3 is to 4 and so on. e.g. If any questions states that find the two consequtive odd or even numbers that add to 45 then we use the equation: x+(x+2)=45 and if it states find the consequtive numbers that add upto 45 then we use the equation x+(x+1)=45

Associative Property

If you have ONLY additions, you can add numbers in any order. Similarly, if you have ONLY multiplications, you can multiply in any order. Both rules follow from the commutative and associative properties of addition, and of multiplication, respectively.

You can add 3 numbers (or any quantity of numbers) and get a sum.