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Is 0.135135135135 rational? - Answers

I assume you mean that it continues indefinitely. ANY number which repeats periodically, ad infinitum, is a rational number. You can convert this one into a fraction (showing that it is a rational number) as follows:Let: x = 0.135135... 1000x = 135.135135... Subtract the first equation from the second one. Solving for "x", you get "x" (your original number) as a fraction.



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Is 0.135135135135 rational? - Answers

https://math.answers.com/basic-math/Is_0.135135135135_rational

I assume you mean that it continues indefinitely. ANY number which repeats periodically, ad infinitum, is a rational number. You can convert this one into a fraction (showing that it is a rational number) as follows:Let: x = 0.135135... 1000x = 135.135135... Subtract the first equation from the second one. Solving for "x", you get "x" (your original number) as a fraction.



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https://math.answers.com/basic-math/Is_0.135135135135_rational

Is 0.135135135135 rational? - Answers

I assume you mean that it continues indefinitely. ANY number which repeats periodically, ad infinitum, is a rational number. You can convert this one into a fraction (showing that it is a rational number) as follows:Let: x = 0.135135... 1000x = 135.135135... Subtract the first equation from the second one. Solving for "x", you get "x" (your original number) as a fraction.

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      I assume you mean that it continues indefinitely. ANY number which repeats periodically, ad infinitum, is a rational number. You can convert this one into a fraction (showing that it is a rational number) as follows:Let: x = 0.135135... 1000x = 135.135135... Subtract the first equation from the second one. Solving for "x", you get "x" (your original number) as a fraction.

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