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I assume you mean 15 recurring indefinitely. This would be 0.15 x (1 + 0.01 + 0.0001 +....) The thing in brackets is an infinite geometric series with ratio 0.01 and the summation to infinity of that is 1/(1-0.01) or 1/0.99. So you finish up with 0.15/0.99 which is 15/99 or 5/33 . For things with a single digit repetition like 0.22222... you would use the series (1 + 0.1 + 0.01 .....) which is 1/(1-0.1) or 10/9 so you would get 0.2 x 10/9 which is 2/9 .

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Q: How you would convert the repeating non terminating decimal to a fraction explain the process as you solve the problem 0.1515?
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