Give an example of two irrational number whose quotient is a rational number
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Yes, pi/(2pi) and 2e/e are rational, because they simplify to the rational numbers 1/2 and 2/1, respectively. Only the value of a number, and not the form in which it is written, determines whether or not the number is rational. These examples show that the quotient of two irrational numbers could be rational
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