To express the fraction \( \frac{711}{999} \) as a repeating decimal, we can start by performing the division.
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First, divide \( 711 \) by \( 999 \) which gives us \( 0.711711711... \)
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The digits "711" repeat indefinitely.
Thus, we express \( 711 \) as a repeating decimal:
\[ 0.\overline{711} \]
Here, the bar indicates that "711" is the repeating part of the decimal.