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Question

According to classical Indian school of Logic (Nyaya) which of the following statements commits the fallacy of viruddha ?

The correct answer is

Sound is eternal, because it is produced.

Understanding the Fallacy of Viruddha in Nyaya Logic

In classical Indian philosophy, particularly the Nyaya school of logic, reasoning or inference (Anumana) is a crucial means of acquiring valid knowledge. Inference involves drawing a conclusion (Sadhya) about something (Paksha) based on a reason (Hetu) which is related to the Sadhya through a universal pervasion (Vyapti). However, the inference can be invalid if there is a defect in the reason. These defects are known as fallacies or Hetvabhasas.

There are several types of Hetvabhasas. The question asks to identify the statement that commits the fallacy of Viruddha. The Viruddha fallacy, also known as the contradictory reason, occurs when the reason (Hetu) presented actually proves the non-existence or opposite of the Sadhya (conclusion) in the Paksha (subject).

Let's analyze each option provided:

Analyzing Each Statement for Viruddha Fallacy

  • Option 1: Sound is eternal, because it is produced.

    Here:

    • Paksha (Subject): Sound
    • Sadhya (Conclusion/Property to be proved): Eternal
    • Hetu (Reason): Because it is produced

    According to Nyaya philosophy and common understanding, anything that is 'produced' is considered non-eternal or transient (anitya). Production implies a beginning and thus an end. If something is eternal, it is not produced. Therefore, the reason 'produced' contradicts the conclusion 'eternal'. The reason actually proves the opposite of the Sadhya (i.e., Sound is non-eternal because it is produced). This perfectly fits the definition of the Viruddha fallacy.

  • Option 2: Wherever there is fire, there is smoke.

    This statement is a classic example of stating a universal pervasion (Vyapti) - the relation between the Hetu (smoke) and the Sadhya (fire). It is not an argument structure (Paksha + Sadhya + Hetu) where a fallacy of the reason could be committed in the same way as the others.

  • Option 3: The hill has fire because it is knowable.

    Here:

    • Paksha: The hill
    • Sadhya: Has fire
    • Hetu: Because it is knowable

    Knowability (Prameyatva) is a property of everything that exists. While the hill is knowable, 'knowability' does not provide a valid reason to infer the presence of fire. This reason is too wide and can be present where the Sadhya (fire) is absent (e.g., a pot is knowable but does not have fire). This reason is irrelevant and does not contradict the presence of fire directly, but it doesn't validly establish it. It might be considered a fallacy of Asiddha (unproved hetu) or an irrelevant hetu, but not specifically Viruddha.

  • Option 4: Sound is eternal because it is audible.

    Here:

    • Paksha: Sound
    • Sadhya: Eternal
    • Hetu: Because it is audible

    Audibility is a characteristic of sound. However, being audible does not necessarily imply eternality. Many non-eternal things are audible (e.g., speech, music). While the reason 'audible' does not validly prove eternality, it doesn't directly prove the *opposite* (non-eternality) in the same way that 'produced' does. This reason might be considered a different fallacy, like Savyabhichara (erratic or inconclusive reason), as audibility is present in both eternal (if any) and non-eternal things.

Conclusion on the Viruddha Fallacy Example

Comparing the options, only the first statement provides a reason ('because it is produced') that directly contradicts the conclusion ('Sound is eternal'). Production is inherently linked to non-eternality, thus the reason proves the opposite of the intended conclusion.

Therefore, the statement that commits the fallacy of Viruddha is "Sound is eternal, because it is produced."

Fallacy Type (Hetvabhasa) Description How it Applies to Option 1
Viruddha (Contradictory) The Hetu (reason) contradicts the Sadhya (conclusion); it proves the Sadhya's non-existence or opposite. Hetu ('produced') proves the opposite of Sadhya ('eternal'). Produced → non-eternal, contradicting eternal.

Revision Table: Key Nyaya Fallacies (Hetvabhasas)

Hetvabhasa Meaning Brief Description
Savyabhichara Erratic/Inconclusive Hetu The Hetu is not invariably connected with the Sadhya; it is present in cases where the Sadhya exists and also where it does not.
Viruddha Contradictory Hetu The Hetu proves the non-existence or opposite of the Sadhya.
Satpratipaksha Inferentially Contradicted Hetu The Hetu is contradicted by another Hetu which proves the non-existence of the Sadhya.
Asiddha Unproved Hetu The existence of the Hetu itself is not proved in the Paksha.
Badhita Contradicted Hetu The non-existence of the Sadhya in the Paksha is directly proved by another stronger means of knowledge (like perception).

Additional Information on Nyaya Logic and Inference

Nyaya logic, founded by Gautama, is one of the six orthodox schools of Indian philosophy. Its primary focus is on epistemology, specifically the means of gaining valid knowledge (Pramanas). Anumana (inference) is one of the key Pramanas.

An inference in Nyaya logic typically involves a five-step process called Pararthanumana (inference for convincing others):

  1. Pratijna (Proposition): Stating the conclusion to be proved (e.g., The hill has fire).
  2. Hetu (Reason): Stating the reason (e.g., Because it has smoke).
  3. Udaharana (Example): Giving a universal concomitance (Vyapti) with an example (e.g., Wherever there is smoke, there is fire, as in the kitchen).
  4. Upanaya (Application): Applying the universal concomitance to the present case (e.g., This hill has smoke which is pervaded by fire).
  5. Nigamana (Conclusion): Restating the original proposition based on the application (e.g., Therefore, the hill has fire).

Fallacies (Hetvabhasas) are defects in the Hetu (reason) that invalidate the inference. Understanding these fallacies is crucial for constructing valid arguments according to Nyaya principles.

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Important Questions from Indian Logic

  1. Given below are two statements:

    Statement I: According to Classical Indian Logicians (Naiyāyikas) the inference from the effect of the cause is called Purvāvāt.

    Statement II: According to Naiyāyikas the inference of cause from the effect is not possible.

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

  2. Given below are two statements : One is labelled as Assertion (A) and the other is labelled as Reason (R):

    Assertion (A) : The Naiya̅yikas did not give separate treatment of the inductive methods, as the western logicians have done.

    Reasons (R) : According to Nyya school universal propostions are obtained from perception itself by one of the forms of extra-ordinary perception.

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

  3. According to the classical Indian School of Logic which of the following steps of inference involve the application of the universal concomitance to the present case?

    (A) This hill has a fire

    (B) Because it has smoke

    (C) Whatever has smoke has fire, e.g. an oven

    (D) This hill has smoke which is invariably associated with fire

    (E) Therefore the hill has a fire

    Choose the most appropriate answer from the options given below:

  4. Given below are two statements

    Statement I: According to Classical Indian School of Logic, the method of induction is used to affirm the major premise, since generality or universality cannot be perceived.

    Statement II: Classical Indian Logicians give separate treatment of the inductive method.

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

  5. Which of the following are admitted by the Naiyayikas (Indian Logicians) as kinds of Inferences?

    (A) Inference of the effect from the cause

    (B) Inference of the cause from the effect

    (C) Inference from knowledge of similarity between two kinds of objects

    (D) Inference from observation for general inseparability

    Choose the correct answer from the options given below:

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