In a certain code language, APRIL is written as ÷×βα@ and MARCH is written as €÷β©∞. How will PARAM be written in that language?
×÷β÷€
This question involves a type of coding and decoding where letters of a word are directly substituted by specific symbols or characters based on a given pattern. We are provided with two examples of words coded into symbols:
Our goal is to find the code for the word PARAM using the same logic.
Let's analyse the given codes to identify the symbol assigned to each letter. We can create a mapping based on the two examples provided.
| Letter | Symbol (from APRIL) | Symbol (from MARCH) |
|---|---|---|
| A | ÷ | ÷ |
| P | × | - |
| R | β | β |
| I | α | - |
| L | @ | - |
| M | - | € |
| C | - | © |
| H | - | ∞ |
From this mapping, we can see that the symbol for each letter is consistent across the examples where the letter appears. For instance, 'A' is always ÷, and 'R' is always β.
Now, let's use the established letter-symbol mapping to code the word PARAM. We will take each letter in PARAM and find its corresponding symbol from our mapping table.
Putting these symbols together in the order they appear in PARAM (P-A-R-A-M), we get the code:
×÷β÷€
Let's compare the derived code ×÷β÷€ with the given options:
The code we derived for PARAM matches Option 1 exactly.
| Word | Code |
|---|---|
| APRIL | ÷×βα@ |
| MARCH | €÷β©∞ |
| PARAM | ×÷β÷€ |
Coding and decoding questions are common in logical reasoning sections of various exams. They test your ability to decipher patterns and rules. Common types include:
The key to solving these problems is careful observation of the given examples to identify the underlying rule or pattern before applying it to the word that needs to be coded or decoded.
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