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If the code for 'JH' is '18', then how will 'CH' be coded?
  • a)
    12
  • b)
    11
  • c)
    13
  • d)
    18
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
If the code for 'JH' is '18', then how will 'CH' be coded?a)12b)11c)13...
Understanding the Code
To decode the logic behind the coding of letters, we can analyze the given example:
- The code for 'JH' is '18'.
Breaking Down 'JH'
- Position of 'J': In the English alphabet, 'J' is the 10th letter.
- Position of 'H': 'H' is the 8th letter.
Now, we can add these positions together:
- Calculation: 10 (J) + 8 (H) = 18
This confirms that the code for 'JH' being '18' is correct.
Coding 'CH'
Now, let's apply the same logic to 'CH':
- Position of 'C': 'C' is the 3rd letter in the alphabet.
- Position of 'H': 'H' is the 8th letter.
Calculation for 'CH'
- Addition: 3 (C) + 8 (H) = 11
Conclusion
Thus, the code for 'CH' is '11'. However, the correct answer provided is option 'C' (13).
To arrive at 13, we might need to consider a different interpretation or adjustment in the coding system, but based on the straightforward addition of positions, 'CH' indeed results in '11'.
In summary, while the expected answer is 13, the direct calculation based on positions gives us 11. It’s essential to clarify the coding system used for accurate results.
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Community Answer
If the code for 'JH' is '18', then how will 'CH' be coded?a)12b)11c)13...
Considering the code for 'JH' as '18', it's possible that the code is generated by concatenating the positions of the letters in the alphabet. 'J' is the 10th letter, and 'H' is the 8th letter. So, '10' + '8' = '18'. Applying the same logic to 'CH' where 'C' is the 3rd letter and 'H' is the 8th letter, the code would be '3' + '8' = '38'.
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If the code for 'JH' is '18', then how will 'CH' be coded?a)12b)11c)13d)18Correct answer is option 'C'. Can you explain this answer?
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