Ramya explained that rational numbers satisfies closer property in subtraction . Doyou agree that?Give your reason?
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There are closure properties for various operations on rational numbers. A closure property is a statement about when the operation is defined, in other words, the domain of the operation. Here are four closure properties for operations on rational numbers.
Closure property for addition: given two rational numbers, their sum is also a rational number.Closure property for subtraction: given two rational numbers, their difference is also a rational number.Closure property for multiplication: given two rational numbers, their product is also a rational number.Closure property for division: given two rational numbers aa and bb, if bb is not zero, then the quotient a/ba/b is a rational number.
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ya I am also agree because close property in subtraction of rational no. says that when two no. are subtracted they gives a rational number. E.g 8/1 -7/1 =1/1
=1
and 1/1 or 1 also a rational number.
=1
and 1/1 or 1 also a rational number.
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