In a certain code language, ‘JUPITER is written as ‘JVOJSFR’. How will ‘NEPTUNE’ be written as in that language?
NFOUTOE
This question asks us to decode a word based on a pattern observed in a given coded pair. The word 'JUPITER' is coded as 'JVOJSFR'. We need to find the pattern of transformation from 'JUPITER' to 'JVOJSFR' and then apply the same pattern to the word 'NEPTUNE'.
Let's look at each letter of 'JUPITER' and its corresponding letter in 'JVOJSFR':
| Original Letter (JUPITER) | Coded Letter (JVOJSFR) | Transformation |
|---|---|---|
| J | J | No change |
| U | V | U is followed by V (+1 position in alphabet) |
| P | O | P is preceded by O (-1 position in alphabet) |
| I | J | I is followed by J (+1 position in alphabet) |
| T | S | T is preceded by S (-1 position in alphabet) |
| E | F | E is followed by F (+1 position in alphabet) |
| R | R | No change |
Observing the transformations, we can see a clear pattern:
The pattern of transformation for each letter position is: No change, +1, -1, +1, -1, +1, No change.
Now, let's apply this same pattern to the word 'NEPTUNE', which also has 7 letters:
Combining these letters, the coded word for 'NEPTUNE' is NFOUTOE.
Let's compare our derived code 'NFOUTOE' with the given options:
The coded word 'NFOUTOE' matches Option 3.
Here's a quick summary of the coding logic used:
| Position | 1st | 2nd | 3rd | 4th | 5th | 6th | 7th |
|---|---|---|---|---|---|---|---|
| Transformation | No Change | +1 | -1 | +1 | -1 | +1 | No Change |
Coding and decoding questions are common in reasoning sections of competitive exams. They test your ability to identify patterns and rules in letter or number sequences and apply them to new cases. Types of coding can include:
To solve coding-decoding problems, always start by carefully analyzing the given example(s) to find the underlying rule or pattern. Once the pattern is clear, apply it consistently to the word or sequence you need to decode.
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