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qualities of a rational numbers
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need answer fasttttttttttt
Do you mean properties of rational numbers?
yea
The defining one? \[n \in Q \implies \exists (p,q) \in Z : n = \frac{p}{q}\]
in words please
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Err should be \(Z^2\)
If n is a rational number, then there exists some p and q that are integers for which n = p/q
A rational number is any number that can be expressed as a fraction of two integers, where the denominator is not equal to zero.
Ex: 2/3 is a rational number since it is the fraction of 2 over 3 Also, 5 is a rational number since 5 = 5/1
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