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how do i identify a number as rational or irrational.
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it has to do with whether or not the number can be written as a fraction
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irrational
you can't rewrite it as a/b, where both a and b are integers
\[\sqrt{a}\] is irrational unless \(a\) is a perfect square, like 16 or 25
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irrational numbers are numbers that have a non-repeating non-terminating decimal (ex: root2) rational numbers are whole numbers (ex:2) or its the other way around, never paid much attention to the term associated with the definition, but its something like that
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