If HEAR is written as KJHA, then MILK can written as
PNST
This question involves a coding-decoding pattern where letters in a word are replaced by other letters based on a specific rule. We need to find the rule applied to transform HEAR into KJHA and then apply the same rule to MILK.
Let's look at the position of each letter in the English alphabet:
Now let's look at the coded word KJHA:
Let's compare the positions of the corresponding letters:
| Original Letter | Position | Coded Letter | Position | Difference |
|---|---|---|---|---|
| H | 8 | K | 11 | $\text{11} - \text{8} = \text{+3}$ |
| E | 5 | J | 10 | $\text{10} - \text{5} = \text{+5}$ |
| A | 1 | H | 8 | $\text{8} - \text{1} = \text{+7}$ |
| R | 18 | A | 1 | $\text{1} - \text{18} = \text{-17}$ or $\text{+9}$ (cyclically) |
Observing the differences, we see a pattern of adding consecutive odd numbers: +3, +5, +7. For the last letter, R (18) going to A (1), adding 9 cyclically works:
Position of R is 18. $\text{18} + \text{9} = \text{27}$. Since there are 26 letters in the alphabet, position 27 is the same as position $\text{27} - \text{26} = \text{1}$, which corresponds to the letter A. This confirms the pattern of adding +3, +5, +7, +9.
Now, we apply the same pattern to the letters in the word MILK.
Let's find the positions of the letters in MILK:
Applying the +3, +5, +7, +9 pattern:
Combining the resulting letters, we get PNST.
| Original Letter | Position | Addition | New Position | Coded Letter |
|---|---|---|---|---|
| M | 13 | +3 | 16 | P |
| I | 9 | +5 | 14 | N |
| L | 12 | +7 | 19 | S |
| K | 11 | +9 | 20 | T |
Therefore, based on the coding pattern, MILK is written as PNST.
| Concept | Description | Example from Problem |
|---|---|---|
| Coding | Transforming a word/message based on a rule. | HEAR is coded as KJHA. |
| Decoding | Reversing the rule to get the original word/message. | Finding the rule from HEAR to KJHA. |
| Letter Position | Using the alphabetical order (A=1, B=2, ...). | H=8, E=5, A=1, R=18. |
| Pattern Identification | Finding the relationship between original and coded letters/numbers. | Adding +3, +5, +7, +9 to letter positions. |
| Cyclic Alphabet | Treating the alphabet as a cycle (after Z comes A). | R (18) + 9 → 27 → 1 (A). |
Coding-Decoding questions test your logical reasoning and pattern recognition skills. Common types include:
Solving these problems requires careful observation of the given examples to identify the underlying rule or pattern.
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