UGC NET Paper1 Previous Year Solved Papers - 24th June 2019 Morning Shift

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16. If the proposition ‘House are not bricks’ is taken to be false, then which of the following propositions can be true?
(a) All house are bricks.
(b) No house is brick.
(c) some houses are bricks.
(d) Some houses are not bricks.
Select the correct answer from the options given below:

  • Option : D
  • Explanation : 'House are not bricks' is false. Then its negative proposition must be true.
    'Some houses are bricks' must be true.
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17. The dance of the honeybee conveying to other bees where nectar will be found is an example of:

  • Option : B
  • Explanation : Mass Communication: sender disperses information to a large number of receivers in one go.
    Intrapersonal communication: a communicator's internal use of language or thought.
    Interpersonal Communication: mutual exchange between two communicators.
    Group communication: exchange among more than two communicators.
    The honeybee dances and communicates with other bees in the group.
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18. Oar is to rowboat as foot is to:

  • Option : C
  • Explanation : An Oar puts a rowboat into motion. A foot puts a skateboard into motion.
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19. Given below are two premises with four conclusions drawn from them. Which of the following conclusions could be validly drawn from the premises?
Premises:
(i) No paper is pen
(ii) Some paper is handmade
Conclusions:

  • Option : C
  • Explanation : 24 JUNE MORNING
    As, no paper is Pen, and some paper is handmade.
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20. ‘All republics are grateful’ and ‘Some republics are not grateful’ cannot both be true, and they cannot both be false. This is called as:

  • Option : B
  • Explanation : Two propositions are contradictory, if one of them is a denial of another. They cannot both be true, and cannot both be false. They have same subjects and predicates but are different in quantities (all, some, no) as well as qualities.
    Two propositions are contrary, if they cannot both be true, but they might both be false. They have same subjects and predicates; and, are different in qualities but have the same universal quantities.
    A superaltern is a universal proposition that is the basis for the immediate inference of a corresponding particular proposition.
    A proposition is a subaltern of another if it must be true in case its superaltern is true, and its superaltern must be false in case the subaltern is false.
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