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Question

Which of the following codes correctly represents the figure and mood of the argument?

All businessmen are self‐confident

No self‐confident men are religious

Therefore, No religious men are businessmen

Choose the correct answer from the options given below

The correct answer is

AEE ‐ IV

Analyzing the Figure and Mood of a Syllogistic Argument

To correctly represent the figure and mood of a syllogistic argument, we need to identify the type of each proposition (its quantity and quality) and the position of the middle term in the premises.

Steps to Determine Figure and Mood

Let's break down the given argument:

Premise 1: All businessmen are self-confident

Premise 2: No self-confident men are religious

Conclusion: Therefore, No religious men are businessmen

Step 1: Identify the Subject, Predicate, and Middle Terms

  • The Major Term (P) is the predicate of the conclusion. In this case, it is 'businessmen'.
  • The Minor Term (S) is the subject of the conclusion. In this case, it is 'religious men' (or 'religious').
  • The Middle Term (M) is the term that appears in both premises but not in the conclusion. In this case, it is 'self-confident men' (or 'self-confident').

Let's rewrite the argument using the identified terms:

  • Premise 1: All P are M (All businessmen are self-confident)
  • Premise 2: No M are S (No self-confident are religious) - Note: We swap S and P from the conclusion's perspective to match the premise terms. So S is religious, P is businessmen, M is self-confident.
  • Conclusion: No S are P (No religious are businessmen)

Step 2: Determine the Mood of the Syllogism

The mood is determined by the type of each proposition (Universal Affirmative - A, Universal Negative - E, Particular Affirmative - I, Particular Negative - O) in the order: Premise 1, Premise 2, Conclusion.

  • Premise 1: "All businessmen are self-confident" is a Universal Affirmative proposition (A).
  • Premise 2: "No self-confident men are religious" is a Universal Negative proposition (E).
  • Conclusion: "No religious men are businessmen" is a Universal Negative proposition (E).

So, the mood of the argument is AEE.

Step 3: Determine the Figure of the Syllogism

The figure is determined by the position of the Middle Term (M) in the two premises. There are four possible figures:

  • Figure I: M - P, S - M
  • Figure II: P - M, S - M
  • Figure III: M - P, M - S
  • Figure IV: P - M, M - S

In our argument:

  • Premise 1: All businessmen (P) are self-confident (M). The Middle Term (M) is the predicate.
  • Premise 2: No self-confident (M) are religious (S). The Middle Term (M) is the subject.

The position of the Middle Term is Predicate in Premise 1 and Subject in Premise 2. This corresponds to Figure IV (P - M, M - S).

Step 4: Combine Mood and Figure

The combined figure and mood of the argument is AEE - IV.

Part Statement Proposition Type (A, E, I, O) Term Roles (S, P, M)
Premise 1 All businessmen are self-confident A P (Subject), M (Predicate)
Premise 2 No self-confident men are religious E M (Subject), S (Predicate)
Conclusion No religious men are businessmen E S (Subject), P (Predicate)

Based on the analysis:

  • Mood: AEE (A from Premise 1, E from Premise 2, E from Conclusion)
  • Figure: IV (Middle Term is Predicate in Premise 1, Subject in Premise 2)

Thus, the correct representation is AEE - IV.

Revision Table: Syllogism Figure and Mood

Concept Description How to Determine
Mood Sequence of proposition types (A, E, I, O) for Premise 1, Premise 2, Conclusion. Identify the quantity (Universal/Particular) and quality (Affirmative/Negative) of each statement.
Figure Position of the Middle Term in the premises. Identify the Middle Term and its role (Subject/Predicate) in Premise 1 and Premise 2.
Syllogism A deductive argument with two premises and one conclusion. Must contain exactly three terms (Major, Minor, Middle), each appearing twice.

Additional Information: Categorical Propositions (A, E, I, O)

Understanding the types of categorical propositions is crucial for determining the mood of a syllogism.

  • A (Universal Affirmative): All S are P. States that every member of the subject class is a member of the predicate class.
  • E (Universal Negative): No S are P. States that no member of the subject class is a member of the predicate class.
  • I (Particular Affirmative): Some S are P. States that at least one member of the subject class is a member of the predicate class.
  • O (Particular Negative): Some S are not P. States that at least one member of the subject class is not a member of the predicate class.

Identifying these types for each part of the syllogism (both premises and the conclusion) gives you the mood, which is the first part of the answer.

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Important Questions from Argument Forms - Teaching

  1. The Fallacy committed in the argument

    "All textbooks are books intended for careful study. Some reference books are books intended for careful study. Therefore, some reference books are textbooks." is

  2. The space program deserves increased expenditure in the years ahead. Not only does the national defence depend upon it, but the program will more than pay for itself in terms of technological snipoffs. Furthermore, at current funding levels, the program cannot fulfil its anticipated potential”. What is the conclusion of the above argument?
  3. All mortals are men.

    Socrates is mortal

    Therefore Socrates is a man.

    Which of the following statements are true of the above argument?

    (A) Above arguments is sound.

    (B) Above argument is valid.

    (C) Above argument is fallacious.

    (D) Above argument commits the fallacy of undistributed middle.

    Choose the correct answer from the options given below:
  4. "Environmentalists accuse us of blocking the plan to convert Antartica into a World park. In fact nothing could be further from the truth. Antartica is a huge continent teeming with life. It is home to millions of penguins, seals, seabirds and sea lions. Also great schools of finfish and whales inhabit its coastal waters."

    Which fallacy is committed in the above argument?

  5. Given below are two statements:

    Statement I : An argument form that allows for a substitution instance having true premises and a false conclusion is an invalid form.

    Statement II : Any arguments having true premises and a false conclusion is an invalid argument.

    In the light of the above statements, choose the correct answer from the options given below :

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