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Syllogism Questions for SSC GD

Free, AI-curated practice for the Syllogism section of SSC GD. We have 31+ verified questions in this bank. Below: 5 sample questions. Sign up free to unlock unlimited practice + AI explanations + per-topic analytics.

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📍 Syllogism is also tested in:
SSC CGL (55)RRB NTPC (28)SBI PO (25)SSC MTS (25)
Why this topic matters · 7 min read
Syllogism is a high-frequency Reasoning topic in SSC GD (2-3 questions per paper). It tests your ability to draw logical conclusions from two given statements. You must identify valid vs invalid conclusions, spot fallacies, and apply Venn diagram logic. Most questions are 'All-Some-No' type statements. Mastery of this topic can guarantee 2-3 marks in 3-4 minutes.

What is a Syllogism?

A syllogism is a logical argument with two statements (premises) that lead to a third statement (conclusion). The first statement is the Major Premise, the second is the Minor Premise, and together they produce a Conclusion. Think of it like a chain: if A connects to B, and B connects to C, then A must connect to C. In SSC GD, you are given two premises and asked whether a given conclusion logically follows, or which conclusion is valid.

  • Syllogism has 3 parts: Major Premise, Minor Premise, Conclusion
  • Uses three terms: Major Term (predicate of conclusion), Minor Term (subject of conclusion), Middle Term (appears in both premises but not conclusion)
  • Conclusion is valid only if it follows logically from both premises
  • A single counterexample makes a conclusion invalid
  • Venn diagrams are the fastest visual tool to check validity

Four Types of Statements (A, E, I, O)

All syllogism questions use four standard statement types. Memorize these patterns because they appear in every question. A = All, E = No (negation), I = Some, O = Some...Not. These are called categorical propositions. Each has a specific logical meaning and relationship.

  • A-type: All X are Y (universal affirmative) — includes entire set
  • E-type: No X are Y (universal negative) — excludes entire set
  • I-type: Some X are Y (particular affirmative) — includes part of set
  • O-type: Some X are not Y (particular negative) — excludes part of set
  • Contrapositive rule: 'All A are B' means 'All non-B are non-A'
  • Never assume 'Some' means 'only some' — it means 'at least one'

Rules for Valid Syllogism

There are 5 golden rules. If any rule is broken, the conclusion is invalid. These rules are the backbone of every SSC GD syllogism question. Learn them as a checklist: run through each rule when evaluating a conclusion.

  • Rule 1: Middle term must be distributed at least once in the premises
  • Rule 2: If a term is distributed in the conclusion, it must be distributed in the premise
  • Rule 3: From two negative premises, no valid conclusion can be drawn
  • Rule 4: If one premise is negative, the conclusion must be negative (and vice versa)
  • Rule 5: From two particular premises, no valid conclusion can be drawn
  • Distribution: A-type distributes subject only; E-type distributes both; I-type distributes neither; O-type distributes predicate only

Venn Diagram Method (Fastest for SSC GD)

Draw three overlapping circles for the three terms. Shade or mark regions based on each premise. If the conclusion's region is already marked by the premises, it is valid. If the conclusion's region could be empty or filled (ambiguous), it is invalid. This visual method is faster than memorizing distribution rules and works for all question types.

  • Draw 3 overlapping circles: one for each term
  • Shade regions based on premise 1, then premise 2
  • Check if conclusion region is forced to be true or could be false
  • If conclusion region is ambiguous (could be true or false), conclusion is invalid
  • Practice 5-6 diagrams to build speed; most aspirants solve in 30-45 seconds per question

Common Question Patterns in SSC GD

SSC GD typically asks: 'Which of the following conclusions logically follows?' or 'Which conclusion is definitely true?' or 'Which statement is not a valid conclusion?' Rarely, you may get 'Find the invalid statement' among multiple conclusions. The statements are always simple, everyday language (animals, objects, people), not abstract logic.

  • Pattern 1: Two premises given; pick valid conclusion from 4 options
  • Pattern 2: Two premises given; identify which of 2-3 conclusions are valid
  • Pattern 3: Premises given; identify the invalid conclusion
  • Most questions use A-type and E-type statements (All/No); I and O are less common
  • Difficulty is low-to-medium; focus on speed and accuracy, not complexity
⚠ Common mistakes to avoid
  • Confusing 'Some' with 'Only Some': 'Some A are B' does NOT mean 'Some A are not B'. Some could mean all. Never assume the negative.
  • Ignoring the Middle Term rule: The middle term must appear in both premises but NOT in the conclusion. If it does not appear in both premises, the argument is invalid.
  • Drawing conclusions from a single premise: A valid conclusion requires BOTH premises. If a conclusion is true in real life but not forced by the premises, it is still invalid.
  • Forgetting distribution: If the conclusion says 'All X are Y' but the premise only says 'Some X are Y', the conclusion is invalid because the term is distributed in the conclusion but not the premise.
  • Misreading negative statements: 'No A are B' is very different from 'Some A are not B'. The first excludes all; the second excludes only some. Read carefully.
🧠 Memory aids
  • AEIO: A=All (universal affirmative), E=No (universal negative), I=Some (particular affirmative), O=Some...Not (particular negative). Think 'A and E are universal (cover all); I and O are particular (cover some)'.
  • Middle Term Mnemonic: 'Middle must appear in BOTH premises but NEVER in conclusion.' Think of middle term as the bridge connecting the two premises.
  • Distribution Rule: 'A distributes Subject only; E distributes Both; I distributes Neither; O distributes predicate Only.' Acronym: ABIO (or remember: Universal statements distribute; Particular statements don't).
  • Venn Diagram Shortcut: Draw circles, shade premises, check if conclusion region is forced. If ambiguous, invalid. Three circles, two shades, one answer.
  • Negative Premise Rule: 'Two negatives make no conclusion; one negative makes negative conclusion.' If both premises are negative, stop—invalid. If one is negative, conclusion must be negative.
🎯 SSC GD exam tips
  • SSC GD typically asks 2-3 syllogism questions in the Reasoning section. They are worth 2-3 marks and should take 3-5 minutes total if you practice the Venn diagram method.
  • Recent papers (2022-2024) show a preference for A-type and E-type statements. I and O types are rare. Focus 70% of practice on All/No statements.
  • Questions are presented in simple, everyday language: 'All dogs are animals', 'No cats are dogs', etc. The logic is straightforward; the trap is in careful reading and distribution.
  • Time-saving tip: Use Venn diagrams for speed. Memorizing distribution rules is slower and error-prone under exam pressure. Diagram takes 30-45 seconds and is nearly foolproof.
  • Watch for 'None of the above' or 'Both A and B are valid' options. These appear in 1-2 questions per paper. Always check multiple conclusions if the question allows it.
  • In the last 2 years, SSC GD has NOT asked questions on 'Figure of Syllogism' or advanced logical fallacies. Stick to basic premise-conclusion validity.

Sample questions

Q1 · medium · PYQ 2023
Statements: Some doors are windows. All windows are dogs. Some dogs are cats. Conclusions: I. Some dogs are doors. II. All dogs are doors. III. Some cats are windows. IV. Some dogs are windows.
  1. Only I and II follow
  2. Only II and III follow
  3. Only I and IV follow
  4. All follow
Q2 · medium · PYQ 2021
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at variance with commonly known facts, decide which of the given conclusions logically follow(s) from the statements. Statements: Some cats are animals. All animals are plants. Conclusions: I. All cats are plants. II. Some plants are cats. III. Some plants are animals. IV. All animals are cats.
  1. Only conclusion I follows
  2. All the conclusions follow
  3. Only conclusions I, II and III follow
  4. Only conclusions II and III follow
Q3 · medium · PYQ 2023
Statements: All windows are doors. No door is a lock. Some locks are keys. Conclusions: I. Some locks are doors. II. Some locks are not doors. III. Some keys are not doors. IV. All doors are windows.
  1. All follow.
  2. Only either I or II follows
  3. Only either I or II and III follow
  4. None of these
Q4 · medium · PYQ 2023
Statements: All boats are rivers. All rivers are mangoes. All mangoes are apples. Conclusions: I. All apples are boats. II. All mangoes are boats. III. All rivers are apples. IV. All boats are apples.
  1. All follow
  2. Only I and II follow
  3. Only I, III and IV follow
  4. None of these
Q5 · medium · PYQ 2023
In the following question below are given some statements followed by some conclusions based on those statements. Taking the given statements to be true even if they seem to be at variance from commonly known facts. Read all the conclusions and then decide which of the given conclusion(s) logically follows the given statements. Statements: (i) All land are vacant. (ii) No land is girl. Conclusions: (i) All vacant are land. (ii) All girls are vacant.
  1. Only conclusion (i) follows
  2. Neither conclusion follows
  3. Only conclusion (i) follow
  4. Both conclusions (i) and (ii) follows
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