Q: Which of the following statements about indicative and modal statements in reasoning are correct?
(A) Indicative statements assert how things actually are, were or will be;
(B) Modal statements involve notions like necessity, possibility or impossibility;
(C) “It is possible that it will rain tomorrow” is a modal statement about future possibility;
(D) “2 + 2 = 4” is necessarily true and is often treated as having modal force of necessity;
(E) In UGC NET reasoning, recognising modal claims can help in understanding the strength of conclusions;
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Q: Which of the following statements about Nyaya and Buddhist views on pramāṇa are correct?
(A) Classical Nyaya accepts four pramāṇas: perception, inference, comparison and verbal testimony;
(B) Many Buddhist logicians reduce verbal testimony to a form of inference rather than treating it as an independent pramāṇa;
(C) Both Nyaya and Buddhist schools agree that only perception is a valid pramāṇa and reject all others;
(D) Differences in ontology, such as Nyaya’s realism and Buddhist momentariness, affect how each tradition explains inference;
(E) UGC NET questions may ask which pramāṇas are common or distinctive between Nyaya and Buddhism;
(F) For UGC NET Paper 1, detailed familiarity with all sub-schools’ debates on pramāṇa is required in the same depth as specialised research;
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Q: Which of the following statements about the lakṣaṇas of a proper hetu in Indian logic are correct?
(A) A proper hetu must be present in the pakṣa, the subject where the sādhya is to be proved;
(B) A proper hetu must be present in all sapakṣa instances where the sādhya is known to be present;
(C) A proper hetu must be absent in all vipakṣa instances where the sādhya is known to be absent;
(D) A reason that is present in both sapakṣa and vipakṣa equally is considered a strong sādhāraṇa hetu;
(E) Failure to satisfy these three conditions may result in hetvābhāsa, a fallacious middle term;
(F) UGC NET questions may ask which of these hetu conditions is violated in a given example of inference;
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Q: Which of the following statements about necessary and sufficient conditions are correct?
(A) A necessary condition must be present for an effect to occur;
(B) A sufficient condition, if present, guarantees the occurrence of an effect;
(C) A condition can sometimes be both necessary and sufficient;
(D) If X is a necessary condition for Y, then Y can occur without X;
(E) In UGC NET reasoning, many cause–effect questions test understanding of necessary and sufficient conditions;
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Q: Which of the following statements about types of inference such as kevalānvayi, kevalavyatireki and anvayavyatireki are correct?
(A) In kevalānvayi inference, the hetu and sādhya are found only in positive instances, with no known negative instances;
(B) In kevalavyatireki inference, the relation is known primarily through negative instances where both hetu and sādhya are absent together;
(C) In anvayavyatireki inference, both agreement in presence (anvaya) and agreement in absence (vyatireka) support the conclusion;
(D) The classic smoke–fire example on a hill is usually taken as anvayavyatireki inference;
(E) If a hetu is present in both sapakṣa and vipakṣa cases, it can still serve as a proper ground in kevalānvayi inference;
(F) Understanding these types helps in identifying the structure of anumāna in Indian logic questions in UGC NET;
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