In a certain cipher language 'BIKE' is coded as 'YFHB' and 'CAR' is coded as 'ZXO' then 'SCOOTER' can be coded as
The problem asks us to decode the word 'SCOOTER' based on the given examples of a certain cipher language. We are given two examples:
We need to find the coding pattern used in this cipher.
Let's examine the relationship between the letters in the original words and their coded forms. We can look at the position of each letter in the English alphabet (A=1, B=2, ..., Z=26).
From this example, it appears that each letter is shifted 3 positions backward in the alphabet. When shifting backward from A, we wrap around to Z.
Let's test the same pattern (shifting 3 positions backward) on the second example.
The pattern is consistent across both examples: each letter in the original word is replaced by the letter 3 positions before it in the alphabet, with wrap-around from A to Z.
Now we apply this pattern (shift -3) to the word 'SCOOTER'.
Combining the coded letters, we get PZLLQBO.
Based on the cipher pattern where each letter is shifted 3 places backward, the word 'SCOOTER' is coded as 'PZLLQBO'.
This matches option 3.
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