Ravi is trying to understand the closure property for Natural numbers under division. He realizes that the concept of closure property is very simple.He took two natural numbers 1,2 and then divided 1 by 2.This gave him 1/2which is not a natural no.Does the same logic apply for rational numbers?Can you think of any two rational numbers such that when one is divided by the other,the resulting number is not a rational number.
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no
Step-by-step explanation:
as rational numbers satisfy closure property when a rational number is multiplied are divided always gives a rational number
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