Master Syllogism for SSC CGL
Get comprehensive theory, expert shortcuts, and hand-picked practice questions for Syllogism specifically designed for the SSC CGL 2025-26 pattern.
Syllogism is the cornerstone of logical reasoning. It requires you to determine if specific conclusions logically follow from given statements, regardless of whether those statements align with real-world facts.
Learning path
- Standard Statement Types
- The Venn Diagram Method
- "Either-Or" Conditions
- 20 Practice Questions
1. The Four Statement Types
Every syllogism problem is built using combinations of these four universal statement types:
Universal Affirmative (All A are B)
Venn: Small circle A entirely inside large circle B.
Particular Affirmative (Some A are B)
Venn: Two circles A and B with a common overlap.
Universal Negative (No A is B)
Venn: Two completely separate circles.
Particular Negative (Some A are not B)
Venn: Part of A is strictly outside B.
2. The "Either-Or" Case
This is the most frequent trick in SSC CGL. A conclusion pair follows "Either-Or" logic ONLY if three conditions are met:
Both conclusions must be Individually False (based on the definite diagram).
The subjects and predicates must be Same (e.g., Some A are B vs No A is B).
One must be Positive and the other Negative (Complimentary Pair).
3. 20 Practice Questions (Solved)
Statements: I. All kings are beggars. II. All beggars are monkeys. Conclusions: I. All kings are monkeys. II. All monkeys are kings.
Solution
Statements: I. Some bags are pockets. II. No pocket is a pouch. Conclusions: I. Some bags are pouches. II. Some pockets are bags.
Solution
Statements: I. All scientists are hard-working. II. No hard-working person is superstitious. Conclusions: I. No scientist is superstitious. II. No superstitious person is a scientist.
Solution
Statements: I. Some papers are pens. II. All pens are scales. Conclusions: I. Some scales are papers. II. Some papers are scales.
Solution
Statements: I. All cars are cats. II. All fans are cats. Conclusions: I. All cars are fans. II. Some fans are cars.
Solution
Statements: I. No flower is a pot. II. No pot is a garden. Conclusions: I. No flower is a garden. II. All gardens are flowers.
Solution
Statements: I. All keys are locks. II. Some locks are numbers. III. All numbers are letters. Conclusions: I. Some locks are letters. II. Some keys are numbers.
Solution
Statements: I. Some ants are bats. II. Some bats are crabs. Conclusions: I. Some ants are crabs. II. No ant is a crab.
Solution
Statements: I. All actors are girls. II. All girls are beautiful. Conclusions: I. All actors are beautiful. II. Some girls are actors.
Solution
Statements: I. Some mangoes are yellow. II. Some texperts are mangoes. Conclusions: I. Some mangoes are green. II. Texperts is yellow.
Solution
Statements: I. All cups are plates. II. No plate is a spoon. Conclusions: I. No cup is a spoon. II. Some plates are cups.
Solution
Statements: I. Some teachers are students. II. All students are girls. Conclusions: I. All teachers are girls. II. Some girls are teachers.
Solution
Statements: I. All windows are doors. II. No door is a wall. Conclusions: I. No window is a wall. II. No wall is a door.
Solution
Statements: I. All books are pens. II. Some pens are pencils. Conclusions: I. Some pencils are books. II. Some pens are books.
Solution
Statements: I. Some roads are buses. II. All buses are trains. Conclusions: I. Some roads are trains. II. All trains are buses.
Solution
Statements: I. All plants are trees. II. No tree is green. Conclusions: I. Some plants are green. II. All trees are plants.
Solution
Statements: I. Some stones are shells. II. All shells are pearls. Conclusions: I. Some stones are pearls. II. All pearls are shells.
Solution
Statements: I. All goats are tigers. II. All tigers are lions. Conclusions: I. All goats are lions. II. All lions are goats.
Solution
Statements: I. Some hills are rivers. II. Some rivers are deserts. Conclusions: I. Some hills are deserts. II. No hill is a desert.
Solution
Statements: I. All pens are ink. II. No ink is an eraser. Conclusions: I. No pen is an eraser. II. Some ink are pens.
Solution
Strategy errors to avoid
Assuming Real World Truth
If the statement says "All Rats are Elephants", accept it as 100% true for the logic. Don't let your common sense interfere with the logical deduction.
Treating 'Possibility' as 'Definite'
A conclusion only follows if it is 100% true in ALL possible Venn diagrams. If it's true in one diagram but false in another, it is considered "False" in Syllogism.