Given below are two statements Statement I: An inference is called kevala̅nvayi when it is based on a middle term, which is only positively related to the major term. Statement II: In Kevala̅nvayi, the knowledge of vya̅pti between the middle and major terms is arrived at only through the method of agreement in presence. In light of the above statements, choose the most appropriate answer from the options given below
Given below are two statements Statement I: An inference is called kevala̅nvayi when it is based on a middle term, which is only positively related to the major term. Statement II: In Kevala̅nvayi, the knowledge of vya̅pti between the middle and major terms is arrived at only through the method of agreement in presence. In light of the above statements, choose the most appropriate answer from the options given below Correct Answer Both Statement I and Statement II are correct
Key Points
Statement I: An inference is called kevala̅nvayi when it is based on a middle term, which is only positively related to the major term.
- When vyapti between the middle and the major term is derived from uniform agreement in presence alone, it is called Kevalanvayi inference.
- Here the knowledge of vyapti between the middle terms and major terms is arrived at only through the method of agreement in presence (anvaya) since there is no negative instance of their agreement in their absence.
Hence statement I is correct.
Statement II: In Kevala̅nvayi, the knowledge of vya̅pti between the middle and major terms are arrived at only through the method of agreement in presence.
- In this inference, the major premise is a universal affirmative proposition in which the predicate 'nameable' is affirmed of all knowable objects.
- the universal proposition is arrived at by simple enumeration of positive instances of agreement in the presence between the knowable and the nameable.
Hence statement II is correct.
Therefore we can conclude that both statements I and II are correct.