In a certain code language, **'CROSS'** is written as **'66'** and **'CHART'** is written as **'90'**. How will **'SYMBOL'** be written in that language?

1. 82
2. 93
3. 76
4. 88

Question

In a certain code language, **'CROSS'** is written as **'66'** and **'CHART'** is written as **'90'**. How will **'SYMBOL'** be written in that language?

1. 82
2. 93
3. 76
4. 88

Accepted Answer

**Solution:**

1. According to the logic, each letter's position value in the English alphabet is summed with the position value of its immediate opposite letter in the alphabet.

- Opposite letter means the letter whose position sums with the original letter's position to 27 (since A=1 and Z=26, opposite pairs sum to 27).

2. For example, for 'CROSS':
   - C (3) + X (24) = 27
   - R (18) + I (9) = 27
   - O (15) + L (12) = 27
   - S (19) + H (8) = 27
   - S (19) + H (8) = 27

3. Sum of opposite letters for 'CROSS' = 24 + 9 + 12 + 7 + 7 = 59 (as per example, actually 61 in the question, but the question sums the opposite letters directly)

4. Add the number of letters in the word (digits in the word) to this sum:
   - For 'CROSS', number of letters = 5
   - Total = 61 + 5 = 66

5. Similarly, for 'SYMBOL':
   - S (19) opposite is H (8)
   - Y (25) opposite is B (2)
   - M (13) opposite is N (14)
   - B (2) opposite is Y (25)
   - O (15) opposite is L (12)
   - L (12) opposite is O (15)

6. Sum of opposite letters = 8 + 2 + 14 + 25 + 12 + 15 = 76

7. Number of letters in 'SYMBOL' = 6

8. Total = 76 + 6 = 82

**Answer:** 82

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