In a certain code language, 'AROUND' is coded as 'CVUCXP' and 'ONLINE' is coded as 'QRRQXQ'. How will 'RUSTIC' be coded in the same language?
TYYBSO
This question asks us to decipher a specific coding language used to transform words. We are given two examples of words and their corresponding codes:
We need to find the rule or pattern behind this transformation and then apply it to the word 'RUSTIC'.
Let's analyze the given examples to uncover the pattern.
Let's compare each letter in 'AROUND' with its corresponding letter in 'CVUCXP' based on their positions in the English alphabet (A=1, B=2, etc.).
The pattern identified is an increasing shift for each subsequent letter in the word, starting with a shift of $+2$ and increasing by 2 each time: $+2, +4, +6, +8, +10, +12$.
Let's check if this $+2, +4, +6, +8, +10, +12$ pattern holds true for the second example:
The pattern is consistent across both examples.
Now we apply the established $+2, +4, +6, +8, +10, +12$ shift pattern to the word 'RUSTIC'.
Putting the resulting letters together, the code for 'RUSTIC' is 'TYYBSO'.
| Original Letter | Position | Shift Amount | Calculation | Coded Letter |
|---|---|---|---|---|
| R | 1st | $+2$ | R → T | T |
| U | 2nd | $+4$ | U → Y | Y |
| S | 3rd | $+6$ | S → Y | Y |
| T | 4th | $+8$ | T → B | B |
| I | 5th | $+10$ | I → S | S |
| C | 6th | $+12$ | C → O | O |
Thus, 'RUSTIC' is coded as 'TYYBSO'.
| Letter Position in Word | Shift Amount Rule |
|---|---|
| 1st | Shift by $+2$ |
| 2nd | Shift by $+4$ |
| 3rd | Shift by $+6$ |
| 4th | Shift by $+8$ |
| 5th | Shift by $+10$ |
| 6th | Shift by $+12$ |
| nth | Shift by $+2n$ |
Letter coding questions are a common type of logical reasoning problem. They test your ability to observe patterns and apply rules consistently. The patterns can involve various operations on letters:
Solving these problems effectively requires systematic analysis of the given examples and testing potential patterns before applying the discovered rule to the target word. Pay close attention to details like wrap-around when shifting near the beginning or end of the alphabet.
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