what do you think of integers closed under addition to subtract is there any way you can you send it
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Answer:
The Closure Property
The Closure PropertyProperties of Sets Under an Operation
The Closure PropertyProperties of Sets Under an OperationMathematicians are often interested in whether or not certain sets have particular properties under a given operation. One reason that mathematicians were interested in this was so that they could determine when equations would have solutions. If a set under a given operation has certain general properties, then we can solve linear equations in that set, for example.
The Closure PropertyProperties of Sets Under an OperationMathematicians are often interested in whether or not certain sets have particular properties under a given operation. One reason that mathematicians were interested in this was so that they could determine when equations would have solutions. If a set under a given operation has certain general properties, then we can solve linear equations in that set, for example.There are several important properties that a set may or may not satisfy under a particular operation. A property is a certain rule that holds if it is true for all elements of a set under the given operation and a property does not hold if there is at least one pair of elements that do not follow the property under the given operation.
The Closure PropertyProperties of Sets Under an OperationMathematicians are often interested in whether or not certain sets have particular properties under a given operation. One reason that mathematicians were interested in this was so that they could determine when equations would have solutions. If a set under a given operation has certain general properties, then we can solve linear equations in that set, for example.There are several important properties that a set may or may not satisfy under a particular operation. A property is a certain rule that holds if it is true for all elements of a set under the given operation and a property does not hold if there is at least one pair of elements that do not follow the property under the given operation. Talking about properties in this abstract way doesn't really make any sense yet, so let’s look at some examples of properties so that you can better understand what they are. In this lecture, we will learn about the closure property.
The set of integers is closed under the operation of addition because the sum of any two integers is always another integer and is therefore in the set of integers.