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https://math.answers.com/math-and-arithmetic/All_integers_are_rational_numbers

All integers are rational numbers? - Answers

TrueYes.All rational numbers are a fraction of one integer (numerator) over another integer (denominator).All integers can be made into a[n improper] fraction over a denominator of 1.Thus all integers are rational numbers



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All integers are rational numbers? - Answers

https://math.answers.com/math-and-arithmetic/All_integers_are_rational_numbers

TrueYes.All rational numbers are a fraction of one integer (numerator) over another integer (denominator).All integers can be made into a[n improper] fraction over a denominator of 1.Thus all integers are rational numbers



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https://math.answers.com/math-and-arithmetic/All_integers_are_rational_numbers

All integers are rational numbers? - Answers

TrueYes.All rational numbers are a fraction of one integer (numerator) over another integer (denominator).All integers can be made into a[n improper] fraction over a denominator of 1.Thus all integers are rational numbers

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      TrueYes.All rational numbers are a fraction of one integer (numerator) over another integer (denominator).All integers can be made into a[n improper] fraction over a denominator of 1.Thus all integers are rational numbers

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