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https://math.answers.com/math-and-arithmetic/How_do_you_express_the_recurring_decimal_0.1262626_as_a_fraction

How do you express the recurring decimal 0.1262626 as a fraction? - Answers

whenever you have a recurring decimal the recurring part is divided by a multiple of 9, in this case 26/99. but there is a 1 before the recurring part so it would become 26/990, and next to add in the 0.1, just add 99 to 26. the final answer would be 125/990.



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How do you express the recurring decimal 0.1262626 as a fraction? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_express_the_recurring_decimal_0.1262626_as_a_fraction

whenever you have a recurring decimal the recurring part is divided by a multiple of 9, in this case 26/99. but there is a 1 before the recurring part so it would become 26/990, and next to add in the 0.1, just add 99 to 26. the final answer would be 125/990.



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https://math.answers.com/math-and-arithmetic/How_do_you_express_the_recurring_decimal_0.1262626_as_a_fraction

How do you express the recurring decimal 0.1262626 as a fraction? - Answers

whenever you have a recurring decimal the recurring part is divided by a multiple of 9, in this case 26/99. but there is a 1 before the recurring part so it would become 26/990, and next to add in the 0.1, just add 99 to 26. the final answer would be 125/990.

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      whenever you have a recurring decimal the recurring part is divided by a multiple of 9, in this case 26/99. but there is a 1 before the recurring part so it would become 26/990, and next to add in the 0.1, just add 99 to 26. the final answer would be 125/990.

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