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Definition (Rational Number)
We say that a real number $y$ is rational if there exists $p,q\in \mathbb{Z}$ such that $q\neq 0$ and $y=p/q$. We say that a real number $y$ is irrational if $y$ is not rational.
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Please Login to access more options. Definition (Rational Number)We say that a real number $y$ is rational if there exists $p,q\in \mathbb{Z}$ such that $q\neq 0$ and $y=p/q$. We say that a real number $y$ is irrational if $y$ is not rational. |
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