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SSC CGL Reasoning · Classification

Letter Gap Patterns

Letter clusters whose steps are not all the same: the gaps grow or shrink by a rule, or the letters move forward and back in turn. Write every gap and compare the whole list.

Why this matters

Thirty-nine questions in the bank, 14 from the 2023 shifts and 25 from the 2024 shifts, with 33 EASY and 6 MODERATE. The odd cluster usually differs in just one of its gaps, so the only safe method is to write every gap of every option and compare the lists side by side.

Concept 1 of 2: Gaps that grow or shrink by a rule

Here the steps inside a cluster are not equal. Three clusters share the same list of steps, such as +1, +3, +5, and the odd one changes one number in that list. Once each cluster is a list of gaps, the odd one is easy to see.

Definition

1. Turn every letter into its position (A1 to Z26, using EJOTY to count fast). 2. Under each cluster, write the gap from each letter to the next: +2, +3, +5. 3. Put the four gap lists side by side. Three are the same list; the fourth differs in one place. 4. A gap that runs past Z wraps round: carry on from A. From X (24) a step of +5 lands on 29, which is C (29 minus 26 = 3).

  • Common gap lists: +1, +3, +5 (odd numbers); +2, +4, +6 (even numbers); +4, +3, +2 (falling by one); +2, +3, +5 (primes); +3, +5, +7.
  • Fast route: compare the first gap of all four options, then the second, then the third. Stop as soon as one option stands apart; there is no need to finish the others. This is safe only when the other three agree on every gap you have checked so far.

Worked example

Find the odd one out: (a) CDGL (b) KLOT (c) MNQV (d) RSVZ
Practice this conceptself-check · 4 quick reps

The same idea in a real exam question:

SSC CGL · 2024 · Tier I, 26 Sep 2024, Shift 2 · Q16Moderate

Example 1 · Classification · Letter Gap Patterns

Four letter-clusters have been given, out of which three are alike in some manner and one is different. Select the letter-cluster that is different. Note: The odd one out is not based on the number of consonants/vowels or their position in the letter cluster

Checking only the first gap

Two clusters can share their first and second gaps and differ only at the third. A cluster is odd if any one of its gaps differs, so write the full list before you decide.

Losing count when a step passes Z

From X, a step of +5 is Y, Z, A, B, C, so it lands on C. Counting stops at Z for many students and gives a wrong gap; add 26 to the later letter's position, or subtract 26 from a total above 26.

Concept 2 of 2: Letters that move forward and back

Some clusters move one way and then the other: back two, then forward four. The size of each step and its direction both belong to the pattern, so a step of 2 forward and a step of 2 back are different steps.

Definition

1. Write each gap with its sign: + for forward along the alphabet, minus for back. 2. Compare the signed lists. KIM is minus 2, then +4; KMI would be +2, then minus 4, a different pattern. 3. Backward steps can wrap too: before A comes Z. Three steps back from C is Z. 4. In a four-letter cluster, the pattern may pair letters instead: the 2nd is the 1st plus 3, and the 4th is the 3rd minus 3. Check each pair on its own.

  • Fast route: if the letters of one option all run in a single direction while the other three turn round, that option is usually the answer. Confirm it by writing the signed gaps once.

Worked example

Find the odd one out: (a) KIM (b) RPT (c) FDH (d) VTW
Practice this conceptself-check · 4 quick reps

The same idea in a real exam question:

SSC CGL · 2024 · Tier I, 26 Sep 2024, Shift 1 · Q9Easy

Example 2 · Classification · Letter Gap Patterns

Based on the position in the English alphabetical order, three of the following letter-clusters are alike in some manner and one is different. Select the odd letter-cluster. Note: The odd one out is not based on the number of consonants/vowels or their position in the letter cluster.

Dropping the direction of a step

Written without signs, KIM and KMI both read as gaps of 2 and 4, yet one goes back then forward and the other forward then back. Keep the plus or minus on every gap.

Wrapping the wrong way at the start of the alphabet

Going back from A or B, carry on from Z: two places back from A is Y. Adding 26 to the position before you subtract avoids a negative number.

Summary — formulas & gotchas at a glance

A revision cheat-sheet for the formulas and gotchas above. Click any concept name to jump back to its full explanation.

Watch out for (4)

Test yourself on Classification

20 past SSC CGL questions from this chapter, timed at 12 minutes and marked the way the exam marks it. You see your score and every answer the moment you finish. Free to start.