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

Can all rational numbers be written as decimal numbers? - Answers

Yes; by the definition of an irrational number (a number with an infinite amount of changing decimal digits as the number grows minutely larger), the converse is true about rational numbers a rational number like (1/3) [0.33333333...] can be notated with a bar over any of the digits to notate a repeating decimal digit.



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Can all rational numbers be written as decimal numbers? - Answers

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

Yes; by the definition of an irrational number (a number with an infinite amount of changing decimal digits as the number grows minutely larger), the converse is true about rational numbers a rational number like (1/3) [0.33333333...] can be notated with a bar over any of the digits to notate a repeating decimal digit.



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

Can all rational numbers be written as decimal numbers? - Answers

Yes; by the definition of an irrational number (a number with an infinite amount of changing decimal digits as the number grows minutely larger), the converse is true about rational numbers a rational number like (1/3) [0.33333333...] can be notated with a bar over any of the digits to notate a repeating decimal digit.

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      Yes; by the definition of an irrational number (a number with an infinite amount of changing decimal digits as the number grows minutely larger), the converse is true about rational numbers a rational number like (1/3) [0.33333333...] can be notated with a bar over any of the digits to notate a repeating decimal digit.

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