To determine the value of \( 2743 \), we can rewrite it in terms of powers or use the known cube root.
We know that: \[ 27 = 3^3. \] Therefore, we can express \( 2743 \) as: \[ 2743 = (3^3)^3 = 3^{3 \times 3} = 3^9. \]
The cube root of \( 3^9 \) is: \[ \sqrt[3]{3^9} = 3^{9/3} = 3^3 = 27. \]
However, the question is likely asking for a specific evaluation of \( 2743 \) under some operation, but the equation or operation is not clear in the question.
It appears that you might be asking for responses related to a specific output. We can determine whether \( 27 \) is equivalent to any of the options given (4, 108, 81, 12).
If \( 27 \) corresponds to the value of \( 2743 \) and matches one of the provided options, since it doesn't match any of the options directly, please clarify what you mean by \( 2743 \). If you are looking for some numerical computation related to \( 27 \) or another operation, please provide more details!
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