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Solution

✅ Correct Option: 3

The code SQRT484 represents 22.

Examining the relationship:

222=48422^2 = 484

484=22\sqrt{484} = 22

The pattern codes a number nn as SQRT(n2n^2).


Applying this pattern to 29:

292=84129^2 = 841

Therefore, 29 is coded as SQRT841.


Checking the options:

Option 1: CBRT1331 =13313=11= \sqrt[3]{1331} = 11

Option 2: SQRT721 =721≈26.85= \sqrt{721} \approx 26.85

Option 3: SQRT841 =841=29= \sqrt{841} = 29 ✓

Option 4: CBRT19683 =196833=27= \sqrt[3]{19683} = 27

Therefore, the answer is Option 3: SQRT841.

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