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If in a certain code, GAMBLE is written as FBLCKF, how FLOWER is coded in that code?
  • a)
    GKPVFQ
  • b)
    EMNXDS
  • c)
    GMPVDS
  • d)
    HNQYGT
  • e)
    EKNVDQ
Correct answer is option 'B'. Can you explain this answer?
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If in a certain code, GAMBLE is written as FBLCKF, how FLOWER is coded...
Ans.

The first , third and fifth letters are each moved one step backward,
while the second, fourth and sixth letters are each moved one step forward to obtain the corresponding letters of the code.
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Most Upvoted Answer
If in a certain code, GAMBLE is written as FBLCKF, how FLOWER is coded...
To find the code for the word "FLOWER," we need to analyze the given code for the word "GAMBLE" and identify the pattern or rule used to encode the letters. By understanding this pattern, we can apply it to the word "FLOWER" to determine its code.

Given: GAMBLE = FBLCKF

Analysis of the given code:
- Comparing the positions of the corresponding letters in the two words, we can observe that each letter in the encoded word is shifted one position ahead in the alphabet from its corresponding letter in the original word.
- For example, G (position 7) is encoded as F (position 6), A (position 1) is encoded as B (position 2), and so on.

Applying the same pattern to "FLOWER":
- F (position 6) will be encoded as E (position 5)
- L (position 12) will be encoded as K (position 11)
- O (position 15) will be encoded as N (position 14)
- W (position 23) will be encoded as V (position 22)
- E (position 5) will be encoded as D (position 4)
- R (position 18) will be encoded as S (position 19)

Therefore, the code for "FLOWER" is "EMNXDS," which corresponds to option (B) EMNXDS.

In summary, the pattern used to encode the letters in the given code is a simple shift of one position ahead in the alphabet. By applying this pattern, we can determine the code for the word "FLOWER" as "EMNXDS."
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If in a certain code, GAMBLE is written as FBLCKF, how FLOWER is coded in that code?a)GKPVFQb)EMNXDSc)GMPVDSd)HNQYGTe)EKNVDQCorrect answer is option 'B'. Can you explain this answer?
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