How many digits are in the repeating cycle of 17/27 ?
To find the repeating cycle of a fraction, we can compute the decimal expansion of the fraction.
When we divide 17 by 27, the decimal expansion starts with 0.629 and repeats indefinitely as 0.6296296296...
The repeating cycle of "629" has 3 digits.
Therefore, the repeating cycle of the fraction 17/27 has 3 digits.