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high importance~3-5 Q in Tier 13 formulasโšก 5 shortcuts4 subtopics

Syllogism questions hand you 2-3 statements (All / No / Some / Some-not / Only-a-few) as true and ask which conclusions follow. The reliable method is minimal-diagram plus counter-example hunting: draw the least-committal picture, then try to break each conclusion โ€” a conclusion follows only if no valid diagram breaks it. Modern twists (possibility conclusions, either-or complementary pairs, 'only a few') all reduce to the same discipline with one twist: possibility needs just one supporting diagram, and either-or needs the two conclusions to be exact negations.

Track record in the exam

avg 1.5 Q / shift2024: 1โ€“2 Q2025: 1โ€“2 Q

Questions per shift in recent SSC CGL papers.

Test difficulty mix (50 questions)

10 easy23 medium17 hard

Question patterns exams keep repeating

Taken from previous-year papers. If a pattern is marked "very common", expect to see it in your exam.

Two statements, two conclusions

very common

Two statements like "All A are B" and "Some B are C", then conclusions.

Draw the smallest picture that fits the statements.

A conclusion follows only if it is true in every possible picture.

Example

Statements: Some dogs are cats. All cats are rats. I. Some dogs are rats. II. All rats are dogs.

The dogs that are cats are also rats, so I follows

Rats can be outside the dogs, so II does not follow

Answer: only I

Learn this in โ€œWhat a syllogism is and how to test itโ€ โ†’

Three statements in a chain

common

Three statements (All, Some or No) and conclusions that need the whole chain.

Join the "All" links first.

Follow the "Some" part through each statement.

Example

Statements: All keys are locks. Some locks are doors. No door is a window. I. Some keys are doors. II. Some locks are not windows.

The locks that are doors may not be keys, so I does not follow

Those locks are doors, and no door is a window, so II follows

Answer: only II

Learn this in โ€œWhat a syllogism is and how to test itโ€ โ†’

"Is a possibility" conclusion

very common

The conclusion ends with "is a possibility".

Try to draw one picture where the conclusion is true and all statements still hold.

If you can, it follows.

Example

Statements: All roads are streets. Some streets are lanes. Conclusion: All lanes being roads is a possibility.

Draw lanes inside roads, and roads inside streets

Some streets are lanes, so that still holds

The picture works, so it follows

Learn this in โ€œPossibility conclusionsโ€ โ†’

Either-or conclusions

very common

Neither conclusion follows, but they are opposites of each other (like All and Some not).

Check each conclusion alone first.

Use "Either I or II" only if they are exact opposites and neither follows alone.

Example

Statements: Some flowers are red. No flower is blue. I. All flowers are red. II. Some flowers are not red.

I does not follow alone, and II does not follow alone

They are exact opposites, so one of them must be true

Answer: Either I or II follows

Learn this in โ€œEither-or (complementary pairs)โ€ โ†’

"Only a few" statements

common

"Only a few A are B".

Read it as: some A are B, and some A are not B.

Use only the A that are B when you chain it forward.

Example

Statements: Only a few cups are plates. All plates are bowls. I. Some cups are not plates. II. No cup is a bowl.

"Only a few" means some cups are not plates, so I follows

The cups that are plates are also bowls, so II is false

Answer: only I

Learn this in โ€œOnly-a-few and definite-case rulingsโ€ โ†’

Turn a statement around

occasional

The conclusion is a reversed form of a statement.

All A are B gives Some B are A.

Some A are B gives Some B are A; No A is B gives No B is A.

Example

Statement: All roses are flowers. Conclusion: Some flowers are roses.

Every rose is a flower

So at least some flowers are roses

This always holds, so it follows

Learn this in โ€œWhat a syllogism is and how to test itโ€ โ†’

Try to break the conclusion

common

A conclusion that looks natural but needs a picture you chose.

Move a part of the picture while the statements stay true.

If the conclusion breaks, it does not follow.

Example

Statement: Some spoons are forks. Conclusion: Some spoons are not forks.

Draw all spoons as forks

The statement still holds

But the conclusion fails, so it does not follow

Learn this in โ€œWhat a syllogism is and how to test itโ€ โ†’

Possibility blocked by a "No"

common

A possibility conclusion, and a "No" statement is close to it.

Find the members that must exist.

If the possibility would put them in a banned group, it fails.

Example

Statements: Some phones are cameras. No camera is a charger. Conclusion: All phones being chargers is a possibility.

Some phones are cameras, and these phones must exist

No camera is a charger

So not all phones can be chargers: does not follow

Learn this in โ€œPossibility conclusionsโ€ โ†’

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