In a certain code language, ‘IMAGE’ is written as ‘KPEJG’, and ‘HOTEL’ is written as ‘JRXHN’. How will ‘JAPAN’ be written in that language?
LDTDP
The question asks us to decipher a specific code language where 'IMAGE' is encoded as 'KPEJG' and 'HOTEL' is encoded as 'JRXHN'. We need to find the rule behind this encoding and apply it to the word 'JAPAN'.
Let's look at the position of each letter in the English alphabet (A=1, B=2, ..., Z=26) and see the difference between the letters in the original words and their encoded forms.
The sequence of differences is +2, +3, +4, +3, +2.
Let's check if the same pattern applies to 'HOTEL'.
The sequence of differences is indeed +2, +3, +4, +3, +2. This confirms the pattern for this code language.
Now, we will apply the discovered pattern (+2, +3, +4, +3, +2) to each letter of the word 'JAPAN'.
| Original Letter | Position | Difference | Calculation | New Position | Encoded Letter |
|---|---|---|---|---|---|
| J | 10 | +2 | $\text{10 + 2}$ | 12 | L |
| A | 1 | +3 | $\text{1 + 3}$ | 4 | D |
| P | 16 | +4 | $\text{16 + 4}$ | 20 | T |
| A | 1 | +3 | $\text{1 + 3}$ | 4 | D |
| N | 14 | +2 | $\text{14 + 2}$ | 16 | P |
Following the pattern, the word 'JAPAN' is encoded as 'LDTDP'.
Here's a summary of the encoding pattern:
Coding and decoding questions are common in reasoning tests. They often involve patterns based on:
To solve these problems, it's crucial to write down the alphabet and its positions, compare the given examples, identify the pattern (difference in positions, reversal, etc.), and then apply the same pattern to the word you need to encode or decode.
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