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No,it doesn't.Let me give you some examples. 7-3=4 =7+(-3)=4

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Q: Does subtraction really exist
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Related questions

Is closure exist for whole numbers under subtraction and division for integers?

Whole numbers subtraction: YesDivision integers: No.


What is the definition of the Commutative Property of Subtraction?

There cannot be a definition because it does not exist!


Is subtraction also called difference?

YesNot exactly. The difference is the answer to a subtraction problem; they aren't really the exactsame thing.


Why axiom of subtraction not exist?

In science and mathematics one objective is to be as parsimonious as possible. This means that we try to develop theories using as few basic ideas as possible. Although subtraction is a convenient part of language we don't need it in mathematics because it can be thought of as negative subtraction. This is an example of parsimony.


The answer in a subtraction problem is called the remainder?

No, it is really called the Difference. Thanks for asking!


Why is there no commutative property for subtraction or division?

There is no commutative property in subtraction or division because the order of the numbers cannot be change. This means that when multiplying or adding it does not matter the order of the numbers because the answer comes out the same.


Do bald eagles really exist?

Bald eagles are endangered, but they really exist.


Did madoosa really exist?

No, Medusa does not really exist. She is a fictional character from mythology.


Does a umpa lumpa really exist?

No, It does not exist!!


Does hero rising the game really exist?

No, super hero didn't really exist


Can associative property can be applied to the subtraction problem below when x equals 0 or 1?

I really can't say, because you're not letting me see the subtraction problem below.


Does sound really exist and Does Lights really exist?

yes it does and you're really stupid for asking that question..lights also exist in space!! but i would prefer if you asked the question do colours really exist now that's a logical question which many of us are wondering.