Q: Which of the following statements about logical connectives in propositional logic are correct?
(A) The conjunction p ∧ q is true only when both p and q are true;
(B) The disjunction p ∨ q, interpreted as inclusive OR, is false only when both p and q are false;
(C) The negation ¬p is true exactly when p is true;
(D) The material implication p → q is logically equivalent to ¬p ∨ q;
(E) Logical connectives are used to form compound statements from simpler propositions;
Choose the correct answer from the options given below:
Q: Which of the following statements about principles of effective teaching–learning are correct?
(A) Teaching should move from simple to complex learning tasks;
(B) Effective teaching ignores learner errors and difficulties to maintain lesson speed;
(C) Teaching should relate new learning to learners’ previous experiences;
(D) Effective teaching always follows a fixed sequence irrespective of classroom feedback;
(E) Teaching should provide opportunities for practice and reinforcement;
Choose the correct answer from the options given below:
Q: Which of the following statements about the use of computers in research are correct?
(A) Computers can assist in storing, managing and cleaning large datasets efficiently;
(B) Statistical software packages can automate complex calculations and provide a variety of analyses;
(C) Reference management software can help organise citations and generate reference lists in specific styles;
(D) Using computers in research removes the need for researchers to understand statistical concepts;
(E) Qualitative data analysis software can support coding, retrieval and visualisation of textual data;
Choose the correct answer from the options given below:
Q: Which of the following statements about śabda (verbal testimony) as a pramāṇa are correct?
(A) In Nyaya, śabda refers to statements of a trustworthy person (āpta) as a source of knowledge;
(B) Scripture (śruti) is treated as a special case of authoritative verbal testimony;
(C) For Nyaya, the reliability of the speaker is crucial for śabda to count as valid pramāṇa;
(D) Śabda is restricted only to Vedic texts and excludes all secular communication;
(E) UGC NET questions may ask which of the pramāṇas correspond to testimony or authority;
Choose the correct answer from the options given below:
Q: Which of the following statements about asiddha (unproved) hetu in Indian logic are correct?
(A) An asiddha hetu is a middle term that fails to be established in the pakṣa;
(B) If the hetu itself is impossible or fictitious, it may be counted as asiddha;
(C) A hetu that is present in the pakṣa but absent in all sapakṣa cases is an ideal example of asiddha;
(D) Asiddha hetu violates the condition that the reason must actually qualify the subject of inference;
(E) UGC NET questions on hetvābhāsa may include options illustrating asiddha along with other fallacious hetus;
Choose the correct answer from the options given below:
Q: Which of the following statements about kevalānvayi, kevalavyatireki and anvayavyatireki inference are correct?
(A) In kevalānvayi inference, the hetu is found only in cases where the sādhya is present and there are no known counterinstances;
(B) In kevalavyatireki inference, the hetu and sādhya are absent together in all known cases, so inference proceeds purely by negative correlation;
(C) In anvayavyatireki inference, both positive (anvaya) and negative (vyatireka) instances are used to establish vyāpti;
(D) All three types rely on the underlying idea of invariable concomitance between hetu and sādhya;
(E) According to Nyaya, anvaya and vyatireka have no role in supporting vyāpti for these inferences;
(F) UGC NET questions may ask which type of inference a given example best illustrates;
Choose the correct answer from the options given below:
Q: Select the wrong statement(s) about truth and validity of arguments:
(A) A valid argument can have true premises and a true conclusion;
(B) A valid argument can have false premises and a true conclusion;
(C) A valid argument can have false premises and a false conclusion;
(D) An invalid argument with true premises can still have a true conclusion by coincidence;
(E) Every invalid argument with true premises must have a false conclusion;
Choose the correct answer from the options given below:
Q: Which of the following statements about the law of excluded middle are correct?
(A) The law of excluded middle states that for any proposition p, either p or not p is true;
(B) In classical logic, there is no third truth value between truth and falsity;
(C) Some non-classical logics question the universal applicability of the law of excluded middle;
(D) In classical two-valued logic, “p or not p” is a contradiction;
(E) UGC NET logic questions may ask about basic logical laws like excluded middle and non-contradiction;
Choose the correct answer from the options given below:

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