Select the option that represents the letters that, when placed from left to right in the blanks below, will complete the letter series. L _ _ K C _ O Q _ C L O _ _ C
OQLKQK
The question asks us to find the sequence of letters that will correctly fill the blanks in the given letter series to complete a pattern.
The given series with blanks is:
L _ _ K C _ O Q _ C L O _ _ C
There are 6 blanks in the series. We need to test the provided options to see which sequence of 6 letters, when placed in the blanks from left to right, creates a logical pattern.
Let's examine how the series looks when we fill the blanks with the letters from each option.
Option 1: OQLOQC
Filling the blanks: L O Q K C L O Q O C L O Q C C
Resulting series: L O Q K C L O Q O C L O Q C C
This sequence does not immediately show a clear or repeating pattern.
Option 2: QOLKQK
Filling the blanks: L Q O K C L O Q K C L O Q K C
Resulting series: L Q O K C L O Q K C L Q O K C
Let's look closely at the resulting series: L Q O K C L O Q K C L Q O K C
We can see a repeating block of letters: LQOKC. This block repeats exactly three times to form the complete series.
Let's verify which blank each letter from Option 2 fills:
| Blank Number | Position in Series | Letter from Option 2 |
|---|---|---|
| 1st blank | 2 | Q |
| 2nd blank | 3 | O |
| 3rd blank | 6 | L |
| 4th blank | 9 | K |
| 5th blank | 14 | Q |
| 6th blank | 15 | K |
Original series: L _ _ K C _ O Q _ C L O _ _ C
Filling blanks: L Q O K C L O Q K C L O Q K C
By comparing, we see that inserting Q, O, L, K, Q, K into the blanks results in the series formed by repeating "LQOKC" three times.
Option 3: OKOQCQ
Filling the blanks: L O K K C O O Q Q C L O C Q C
Resulting series: L O K K C O O Q Q C L O C Q C
This sequence does not form a clear or repeating pattern.
Option 4: OQLKQK
Filling the blanks: L O Q K C L O Q K C L O Q K C
Resulting series: L O Q K C L O Q K C L O Q K C
This option is identical to Option 2. Let's re-check the options provided in the prompt. Ah, the options provided are: 1. OQLOQC 2. QOLKQK 3. OKOQCQ 4. OQLKQK Options 2 and 4 are identical based on the text provided in the prompt. Assuming there might be a typo in the options in the prompt and following the analysis that Option 2 (QOLKQK) creates a clear pattern, we proceed with that analysis.
Based on our analysis, inserting the letters Q, O, L, K, Q, K from Option 2 (or Option 4 as they are identical) into the blanks creates a clear and consistent repeating pattern of "LQOKC".
The completed series is L Q O K C L Q O K C L Q O K C. This series is formed by repeating the block of letters 'LQOKC' three times.
The letters from Option 2 (Q, O, L, K, Q, K) fit exactly into the blanks to create this pattern.
Letter series questions in logical reasoning involve a sequence of letters that follow a specific rule or pattern. To solve them, you need to identify this underlying rule. Common types of patterns include:
In this specific problem, the pattern is a simple repetition of a five-letter block.
| Concept | Description | Example Pattern Type |
|---|---|---|
| Letter Series | A sequence of letters following a specific rule. | A, C, E, G, ... (skip 1 letter) |
| Pattern Identification | Discovering the underlying rule governing the series. | Repeating block like ABCA BCA... |
| Series Completion | Filling missing elements based on the identified pattern. | Finding the next letter(s) or filling blanks. |
Letter series problems are a common type of question in logical reasoning sections of competitive exams. They test your ability to identify patterns and apply logical deduction. Practicing various types of series questions (number series, letter series, mixed series) helps improve your pattern recognition skills, which is crucial for logical reasoning. Always look for simplicity first, like repeating blocks, before trying more complex rules.
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