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Question

Select the option that is related to the third letter-cluster in the same way as the second letter-cluster is related to the first letter-cluster.

SEASONAL : OEAALNSS :: FRUITS : ? 

This question was previously asked in
SSC Stenographer 2020-21 Previous Year Paper (15-Nov-2021) (Shift 2)
The correct answer is

UIFRST

Understanding Letter-Cluster Analogies

Letter-cluster analogies test your ability to find the relationship between two given letter clusters and apply the same relationship to a third cluster to find the missing fourth cluster. The relationship can be based on position of letters, alphabetical order, vowel/consonant patterns, skipping letters, or other logical rules.

Analyzing the First Letter-Cluster Analogy: SEASONAL to OEAALNSS

Let's examine the transformation from SEASONAL to OEAALNSS. Both words have the same number of letters (8). This suggests a rearrangement of the letters.

Let's list the letters of SEASONAL with their original positions (indices starting from 1):

\(S_1 E_2 A_3 S_4 O_5 N_6 A_7 L_8\)

The transformed word is OEAALNSS. Let's see where each letter in OEAALNSS comes from in the original word SEASONAL:

  • The 1st letter of OEAALNSS is O, which is the 5th letter of SEASONAL.
  • The 2nd letter of OEAALNSS is E, which is the 2nd letter of SEASONAL.
  • The 3rd letter of OEAALNSS is A, which is the 3rd letter of SEASONAL.
  • The 4th letter of OEAALNSS is A, which is the 7th letter of SEASONAL.
  • The 5th letter of OEAALNSS is L, which is the 8th letter of SEASONAL.
  • The 6th letter of OEAALNSS is N, which is the 6th letter of SEASONAL.
  • The 7th letter of OEAALNSS is S, which is the 1st letter of SEASONAL.
  • The 8th letter of OEAALNSS is S, which is the 4th letter of SEASONAL.

So, the sequence of original indices used to form the new word OEAALNSS is 5, 2, 3, 7, 8, 6, 1, 4.

We can represent this transformation in a table:

Original Position 1 2 3 4 5 6 7 8
Letter (SEASONAL) S E A S O N A L
New Position 7 2 3 8 1 6 4 5
Letter (OEAALNSS) O E A A L N S S

The relationship is a specific rearrangement based on the original positions of the letters. The new word is formed by taking the letter at original index 5, then index 2, then 3, then 7, then 8, then 6, then 1, and finally 4.

Applying the Pattern to FRUITS

We need to apply a similar pattern to the word FRUITS. FRUITS has 6 letters. Based on the structure of these types of analogies, the rearrangement rule, while similar in concept (using original indices), might be specific to the length of the word (6 letters in this case, versus 8 letters for SEASONAL).

Let's look at the options and assume the correct one follows a specific index-based rearrangement for a 6-letter word. The correct answer option provided is UIFRST.

Let's analyze the transformation from FRUITS to UIFRST by looking at the original positions of the letters in FRUITS:

\(F_1 R_2 U_3 I_4 T_5 S_6\)

The transformed word is UIFRST. Let's see where each letter in UIFRST comes from in the original word FRUITS:

  • The 1st letter of UIFRST is U, which is the 3rd letter of FRUITS.
  • The 2nd letter of UIFRST is I, which is the 4th letter of FRUITS.
  • The 3rd letter of UIFRST is F, which is the 1st letter of FRUITS.
  • The 4th letter of UIFRST is R, which is the 2nd letter of FRUITS.
  • The 5th letter of UIFRST is S, which is the 6th letter of FRUITS.
  • The 6th letter of UIFRST is T, which is the 5th letter of FRUITS.

So, for a 6-letter word, the sequence of original indices used to form the new word is 3, 4, 1, 2, 6, 5.

We can represent this transformation in a table:

Original Position 1 2 3 4 5 6
Letter (FRUITS) F R U I T S
New Position 3 4 1 2 6 5
Letter (UIFRST) U I F R S T

The pattern for a 6-letter word is to take the letters from the original word at indices 3, 4, 1, 2, 6, 5, in that specific order.

Conclusion on the Letter-Cluster Relationship

The relationship is a rearrangement of the letters based on a specific sequence of their original positions. This sequence depends on the length of the word being transformed.

  • For an 8-letter word (like SEASONAL), the sequence of original indices is (5, 2, 3, 7, 8, 6, 1, 4).
  • For a 6-letter word (like FRUITS), the sequence of original indices is (3, 4, 1, 2, 6, 5).

Applying the 6-Letter Pattern to FRUITS

Let's apply the sequence (3, 4, 1, 2, 6, 5) to the letters of FRUITS:

\(F_1 R_2 U_3 I_4 T_5 S_6\)

  1. Take the letter at index 3: U
  2. Take the letter at index 4: I
  3. Take the letter at index 1: F
  4. Take the letter at index 2: R
  5. Take the letter at index 6: S
  6. Take the letter at index 5: T

Combining these letters in order gives us UIFRST.

Checking the Options

Let's compare our result with the given options:

  1. IUSTRF
  2. BRUART
  3. UIFRST
  4. BRUVDR

Our derived word UIFRST matches option 3.

Final Answer Derivation

The pattern observed in the first pair, SEASONAL to OEAALNSS, is a specific rearrangement of letters based on their original positions. The sequence of original indices used is 5, 2, 3, 7, 8, 6, 1, 4. Applying a corresponding index-based rearrangement pattern for a 6-letter word, derived from the correct option, we found the sequence 3, 4, 1, 2, 6, 5. Applying this sequence to FRUITS (F R U I T S) results in taking the letters at positions 3, 4, 1, 2, 6, 5, which are U, I, F, R, S, T. Combining these letters gives UIFRST.

The final answer is UIFRST.

Revision Table: Key Concepts

Concept Explanation Application
Letter Analogy Finding a relationship between letter clusters. Relating SEASONAL:OEAALNSS to FRUITS:?
Rearrangement Pattern Letters are the same but in a different order. Identified in SEASONAL to OEAALNSS transformation.
Index-Based Pattern Rearrangement rule based on original letter positions. Sequence (5,2,3,7,8,6,1,4) for 8 letters; (3,4,1,2,6,5) for 6 letters.
Applying the Rule Using the specific index sequence for the word length. Applying (3,4,1,2,6,5) to FRUITS.

Additional Information on Logical Reasoning Patterns

Letter series and analogy questions are common in logical reasoning tests. Some common patterns include:

  • Alphabetical Order: Letters might be sorted alphabetically.
  • Reverse Alphabetical Order: Letters might be sorted in reverse alphabetical order.
  • Vowel/Consonant Separation: Vowels might appear first, followed by consonants, or vice-versa, possibly in sorted order within their groups.
  • Positional Changes: Letters swap positions based on a fixed rule (e.g., first and last swap, middle two swap).
  • Skipping Letters: Letters in a series follow a pattern of skipping a fixed number of letters in the alphabet.
  • Mathematical Operations on Positions: Positions of letters (A=1, B=2, etc.) might be added, subtracted, or follow a series.
  • Combination of Rules: More complex patterns combine several of the above rules.

In this specific analogy, the pattern is a direct index-based rearrangement sequence that appears to vary depending on the number of letters in the word. Recognizing this type of specific positional mapping is key to solving it.

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