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Is a fraction a rational or irrational number? - Answers

It depends on the fraction. For the following, assume the denominator is not zero, for if it is, then the fraction is undefined.If the numerator and denominator are both rational, then the fraction is rational.If one of them is rational and the other is irrational then (provided the numerator is not 0), the fraction is irrational.If both are irrational you need to simplify first and then apply one of the above two criteria.For example, sqrt(2)/sqrt(8) = sqrt(2/8) = sqrt(1/4) = ±1/2. So, irrational/irrationalcan be rational.



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Is a fraction a rational or irrational number? - Answers

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

It depends on the fraction. For the following, assume the denominator is not zero, for if it is, then the fraction is undefined.If the numerator and denominator are both rational, then the fraction is rational.If one of them is rational and the other is irrational then (provided the numerator is not 0), the fraction is irrational.If both are irrational you need to simplify first and then apply one of the above two criteria.For example, sqrt(2)/sqrt(8) = sqrt(2/8) = sqrt(1/4) = ±1/2. So, irrational/irrationalcan be rational.



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

Is a fraction a rational or irrational number? - Answers

It depends on the fraction. For the following, assume the denominator is not zero, for if it is, then the fraction is undefined.If the numerator and denominator are both rational, then the fraction is rational.If one of them is rational and the other is irrational then (provided the numerator is not 0), the fraction is irrational.If both are irrational you need to simplify first and then apply one of the above two criteria.For example, sqrt(2)/sqrt(8) = sqrt(2/8) = sqrt(1/4) = ±1/2. So, irrational/irrationalcan be rational.

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      It depends on the fraction. For the following, assume the denominator is not zero, for if it is, then the fraction is undefined.If the numerator and denominator are both rational, then the fraction is rational.If one of them is rational and the other is irrational then (provided the numerator is not 0), the fraction is irrational.If both are irrational you need to simplify first and then apply one of the above two criteria.For example, sqrt(2)/sqrt(8) = sqrt(2/8) = sqrt(1/4) = ±1/2. So, irrational/irrationalcan be rational.

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