In a certain code language, 'FALF' is written as 'HCJD'. How will 'OEMC' be written in that language?
QGKA
This question asks us to decipher a coding language where 'FALF' is written as 'HCJD' and then apply the same rule to find how 'OEMC' will be written.
To solve this, we need to identify the pattern or rule that transforms 'FALF' into 'HCJD'. Let's look at the position of each letter in the English alphabet (A=1, B=2, C=3, ..., Z=26).
Let's examine the transformation of each letter:
| Original Letter | Position | Coded Letter | Position | Change | Transformation |
|---|---|---|---|---|---|
| F | 6 | H | 8 | $8 - 6 = +2$ | Position + 2 |
| A | 1 | C | 3 | $3 - 1 = +2$ | Position + 2 |
| L | 12 | J | 10 | $10 - 12 = -2$ | Position - 2 |
| F | 6 | D | 4 | $4 - 6 = -2$ | Position - 2 |
From the analysis, we can see a clear pattern in the letter transformations:
So, the rule for this coding language is: add 2 to the position of the first two letters and subtract 2 from the position of the last two letters.
Now, we apply the same rule to the word 'OEMC'. We find the position of each letter and apply the corresponding change.
| Original Letter | Position | Rule | New Position | Coded Letter |
|---|---|---|---|---|
| O | 15 | Position + 2 | $15 + 2 = 17$ | The 17th letter is Q |
| E | 5 | Position + 2 | $5 + 2 = 7$ | The 7th letter is G |
| M | 13 | Position - 2 | $13 - 2 = 11$ | The 11th letter is K |
| C | 3 | Position - 2 | $3 - 2 = 1$ | The 1st letter is A |
Applying the rule, the letters of 'OEMC' are transformed into Q, G, K, and A.
Therefore, 'OEMC' is written as 'QGKA' in this code language.
Let's check which option matches our result 'QGKA':
The coded word we found, 'QGKA', exactly matches Option 2.
Summary of the coding applied in this problem:
| Original Word | Coded Word | Coding Rule Identified |
|---|---|---|
| FALF | HCJD | Letters 1 & 2: Position + 2 Letters 3 & 4: Position - 2 |
| OEMC | QGKA | Same rule applied to find the code. |
Letter coding is a common type of reasoning question often seen in competitive exams. The key to solving these problems is to quickly identify the underlying rule or pattern used to transform one set of letters into another.
Here are some important points and strategies for solving letter coding problems:
By systematically analyzing the changes between the original and coded letters, you can uncover the pattern and solve the puzzle.
A group of tourists from Australia visited New Delhi for sight-seeing. On a particular day, $\frac{1}{3}$ of them visited Qutub Minar, four times the square root of the total number of tourists visited Red Fort and the remaining 18 tourists were seen walking on the Kartavya Path near the India Gate. What is the total number of tourists who went out for sight-seeing on a particular day?
Anjali and Sanjana have some marbles with them. If Sanjana gives 15 marbles to Anjali, Anjali will have 10 marbles less than twice the marbles with Sanjana. If Sanjana gives 40 marbles to Anjali, Anjali will have 20 marbles more than three times the marbles with Sanjana. Find the number of marbles with Anjali.
If 1 is added to each even digit of the number 85624179 then the digits are arranged in ascending order from left to right. Find the product of the digits which are second from the left end and third from the right end.
If N = 13 and GROUP = 58, then which among the given options will MOBILE be equal to: