To solve the expression \( 9(712) + 3(712) \), we can factor out \( 712 \):
\[ 9(712) + 3(712) = (9 + 3)(712) = 12(712) \]
Now, we can multiply:
\[ 12(712) = 8544 \]
Next, we need to express 8544 in terms of the responses provided. The given options appear to involve square roots, so we should check the numbers against the responses:
- 277−√ (not relevant).
- 37−√ (not relevant).
- 67−√ (not relevant).
- 127−√ (not relevant).
None of the options seem to match directly with the calculated value of 8544, nor can they be simplified to reach 8544.
It appears you're looking for a simplified form or process related to the options provided. Could you clarify if you're looking for a comparison or specific equivalence?