In a code language, 'BANYAN' is written as 'EDQBDQ' and 'LAUNCH' is written as 'ODXQFK'. How will 'STRIKER' be written in that language?
VWULNHU
This question is based on coding-decoding, a common type of logical reasoning problem. We are given two examples of words coded into a new form, and we need to find the pattern or rule used for coding. Once the rule is identified, we apply it to a new word to find its coded form.
Let's examine the first pair of words:
Let's look at the transformation of each letter:
Now, let's consider the position of these letters in the English alphabet (A=1, B=2, ..., Z=26):
| Original Letter | Position | Coded Letter | Position | Change |
|---|---|---|---|---|
| B | 2 | E | 5 | +3 |
| A | 1 | D | 4 | +3 |
| N | 14 | Q | 17 | +3 |
| Y | 25 | B | 2 | +3 (25+3=28, which wraps around to 2 in a 26-letter alphabet) |
| A | 1 | D | 4 | +3 |
| N | 14 | Q | 17 | +3 |
It appears that each letter in the original word is shifted forward by 3 positions in the alphabet to get the coded letter. The shift wraps around from Z to A.
Let's verify this rule with the second pair of words:
Applying the "+3 shift" rule:
The rule is consistent: each letter is shifted forward by 3 positions in the alphabet.
Now we will apply the same "+3 shift" rule to the word 'STRIKER'.
So, 'STRIKER' is coded as 'VWULNHU'.
Let's compare our result with the given options:
Our calculated coded word 'VWULNHU' matches the first option.
| Original Word | Coded Word | Rule Applied |
|---|---|---|
| BANYAN | EDQBDQ | Each letter +3 (with wrap-around Z to A) |
| LAUNCH | ODXQFK | Each letter +3 (with wrap-around Z to A) |
| STRIKER | VWULNHU | Each letter +3 (with wrap-around Z to A) |
Coding-decoding questions often involve rules related to letters. Some common types of letter coding include:
To solve these questions, it's important to carefully observe the patterns in the given examples, such as letter shifts, letter positions, or specific letter substitutions.
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